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Hana sold 4/7 of her stamp collection for $28. How much would she have earned from selling the entire collection?
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Hana sold 4/7 of her collection for $28, so 1/7 of her collection represents: 28/4 = $<<28/4=7>>7.
And as a result, the entire collection represents: 7 * 7 = $<<7*7=49>>49.
#### 49
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Hana sold 4/7 of her stamp collection for $28. If Hana had sold all of it, what would be the estimated value of the entire collection?
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Hana sold 4/7 of her stamp collection for $28. If Hana had sold all of it, what would be the estimated value of her entire collection?
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Hana sold 4/7 of her stamp collection for $28. If Hana had sold all of it, how much money would she have made from the sale?
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Hana sold 4/7 of her stamp collection for $28. If Hana had sold 4/7 of her stamp collection, what would be the estimated value of the entire collection?
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Hana sold 4/7 of her stamp collection for $28. If she had sold all of it, how much money would she have made from the stamp collection?
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Hana sold 4/7 of her stamp collection for $28. If Hana had sold all of her collection, what would be the estimated value of her entire earnings?
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Hana sold 4/7 of her stamp collection for $28. If Hana had sold her entire stamp collection, how much money would she have made from the sale?
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Hana sold 4/7 of her stamp collection for $28. If she had sold all of it, what would be the estimated value of the entire collection?
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Hana sold 4/7 of her stamp collection for $28. If Hana had sold all of her collection, what would be the estimated value of the entire collection?
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Hana sold 4/7 of her stamp collection for $28. If Hana had sold 4/7 of her collection, how much would she have sold her entire collection for?
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Hana sold 4/7 of her stamp collection for $28. If Hana had sold 4/7 of her collection, how much money would she have made from the sale?
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Hana sold 4/7 of her stamp collection for $28. If Hana had sold all of her collection, what would be the estimated value of the proceeds?
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Mr. Finnegan has 3 tanks with a capacity of 7000 gallons, 5000 gallons, and 3000 gallons, respectively. If he fills the first tank up to 3/4 full, the second tank with water up to 4/5 of its capacity, and the third tank up to half of its capacity, how many gallons in total are in the tanks?
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The capacity of the first tank is 7000 gallons, and if it is filled up to 3/4 full, it carries 3/4*7000 = 5250 gallons.
When the second tank is filled up to 4/5 of its capacity, it carries 4/5*5000 = <<4/5*5000=4000>>4000 gallons.
The total amount of water in the first two tanks is 5250+4000 = <<5250+4000=9250>>9250 gallons.
If Mr. Finnegan fills the third tank with water up to half its capacity, the tank fills up with 1/2*3000 = <<1500=1500>>1500 gallons.
In total, the three tanks have 9350+1500 = <<9350+1500=10850>>10850 gallons of water.
#### 10850
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Mr. Finnegan has 3 tanks with capacities of 7000 gallons, 5000 gallons, and 3000 gallons. If he fills each tank 3/4 full, the second tank with water up to 4/5 of its capacity, and the third tank up to half of its capacity, what is the total gallons of the 3 tanks with capacities of 7000 gallons, 3000 gallons, and 3000 gallons, respectively?
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Assuming Mr. Finnegan's tank capacity is 3/4 full, the second tank with water up to 4/5 of its capacity, and the third tank up to half of its capacity, how many gallons of water are contained in each of Mr. Finnegan's 3 tanks with capacities of 7000 gallons, 5000 gallons, and 3000 gallons, respectively?
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Mr. Finnegan has 3 tanks with capacities of 7000 gallons, 5000 gallons, and 3000 gallons. If he fills each tank 3/4 full, the second tank with water up to 4/5 of its capacity, and the third tank with water up to half of its capacity, what is the total gallons of the 3 tanks with capacities of 7000 gallons, 3000 gallons, and 3000 gallons, respectively?
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Mr. Finnegan has 3 tanks with capacities of 7000 gallons, 5000 gallons, and 3000 gallons. If he fills each tank 3/4 full, the second tank with water up to 4/5 of its capacity, and the third tank up to half of its capacity, what is the total gallons of the 3 tanks with capacities of 7000 gallons, 5000 gallons, and 3000 gallons, respectively?
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Mr. Finnegan has 3 tanks with capacities of 7000 gallons, 5000 gallons, and 3000 gallons. If he fills each tank 3/4 full, the second tank with water up to 4/5 of its capacity, and the third tank up to half of its capacity, what is the total volume of the 3 tanks?
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Considering that Mr. Finnegan has 3 tanks with capacities of 7000 gallons, 5000 gallons, and 3000 gallons, how many gallons of water are contained in each tank?
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Mr. Finnegan has 3 tanks with capacities of 7000 gallons, 5000 gallons, and 3000 gallons. If he fills each tank 3/4 full, the second tank with water up to 4/5 of its capacity, and the third tank up to half of its capacity, what is the total amount of gallons that he has?
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Considering that Mr. Finnegan has 3 tanks with capacities of 7000 gallons, 5000 gallons, and 3000 gallons, how many gallons of water are contained in each tank, which he fills up to 3/4 full, the second tank with water up to 4/5 of its capacity, and the third tank up to half of its capacity?
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Mr. Finnegan has 3 tanks with capacities of 7000 gallons, 5000 gallons, and 3000 gallons. If he fills each tank 3/4 full, the second tank with water up to 4/5 of its capacity, and the third tank up to half of its capacity, what is the total amount of gallons that he has pumped?
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Mr. Finnegan has 3 tanks with capacities of 7000 gallons, 5000 gallons, and 3000 gallons. If he fills each tank 3/4 full, the second tank with water up to 4/5 of its capacity, and the third tank up to half of its capacity, what is the total gallons that he can store in each tank?
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Given that Mr. Finnegan has 3 tanks with capacities of 7000 gallons, 5000 gallons, and 3000 gallons, respectively, how many gallons of water are contained in each tank, given that the first tank is 3/4 full, the second tank is up to 4/5 of its capacity, and the third tank is up to half of its capacity?
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Mr. Finnegan has 3 tanks with capacities of 7000 gallons, 5000 gallons, and 3000 gallons. If he fills each tank 3/4 full, the second tank with water up to 4/5 of its capacity, and the third tank up to half of its capacity, what is the total volume of the 3 tanks with capacities of 3000 gallons and 3000 gallons, respectively?
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In ancient China, soldiers positioned in beacon towers along the Great Wall would send smoke signals to warn of impending attacks. Since the towers were located at 5 kilometer intervals, they could send a signal the length of the Great Wall. If the Great wall was 7300 kilometers long, and every tower had two soldiers, what was the combined number of soldiers in beacon towers on the Great Wall?
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If there were beacon towers every 5 kilometers along the 7300 kilometer length of the Great Wall, then there were 7300/5=<<7300/5=1460>>1460 beacon towers.
If every tower had two soldiers, then there were a total of 1460*2=<<1460*2=2920>>2920 soldiers in beacon towers along the Great Wall.
#### 2920
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In ancient China, beacon towers were used to send smoke signals in warning of imminent attacks. Given that the towers were placed at 5 kilometer intervals, they could send a signal the length of the Great Wall. If the Great wall was 7300 kilometers long, and each tower had two soldiers, how many soldiers were in beacon towers on the Great Wall?
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In ancient China, beacon towers were used to send smoke signals in warning of imminent attacks. Given that the towers were placed at 5 kilometer intervals, they could send a signal the length of the Great Wall. If the Great wall was 7300 kilometers long, and each tower had two soldiers, how many soldiers were in each tower on the Great Wall?
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In ancient China, beacon towers were used to send smoke signals in warning of imminent attacks. Given that the towers were placed at 5 kilometer intervals, they could send a signal the length of the Great Wall. Given that the Great Wall was 7300 kilometers long, and each tower had two soldiers, how many soldiers were in beacon towers on the Great Wall?
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In ancient China, beacon towers were used to send smoke signals in warning of imminent attacks. Given that the towers were placed at 5 kilometer intervals, they could send a signal the length of the Great Wall. Given that the Great Wall was 7300 kilometers long, and each tower had two soldiers, how many soldiers were in each tower on the Great Wall?
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In ancient China, beacon towers were used to send smoke signals in warning of imminent attacks. Given that the towers were placed at 5 kilometer intervals, they could send a signal the length of the Great Wall. If the Great wall was 7300 kilometers long, and each tower had two soldiers, how many soldiers could be found in the beacon towers on the Great Wall?
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In ancient China, beacon towers were used to send smoke signals in warning of imminent attacks. Given that the towers were placed at 5 kilometer intervals, they could send a signal the length of the Great Wall. If the Great wall was 7300 kilometers long, and each tower had two soldiers, how many soldiers were there in the beacon towers on the Great Wall?
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In ancient China, beacon towers were used to send smoke signals in warning of imminent attacks. Given that the towers were placed at 5 kilometer intervals, they could send a signal the length of the Great Wall. If the Great wall was 7300 kilometers long, and each tower had two soldiers, what was the number of soldiers in beacon towers on the Great Wall?
|
In ancient China, beacon towers were used to send smoke signals in warning of imminent attacks. Given that the towers were placed at 5 kilometer intervals, they could send a signal the length of the Great Wall. Given that the Great Wall was 7300 kilometers long, and each tower had two soldiers, how many soldiers could be found in the beacon towers on the Great Wall?
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In ancient China, beacon towers were used to send smoke signals in warning of imminent attacks. Given that the towers were placed at 5 kilometer intervals, they could send a signal the length of the Great Wall. If the Great wall was 7300 kilometers long, and each tower had two soldiers, how many soldiers did the beacon towers on the Great Wall contain?
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During ancient times in ancient China, beacon towers were constructed along the Great Wall to emit smoke signals and warn people of potential attacks. Given that the towers were placed at 5 kilometer intervals, how many soldiers were present in each tower on the 7300-kilometer long Great Wall?
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In ancient China, beacon towers were used to send smoke signals in warning of imminent attacks. Given that the towers were placed at 5 kilometer intervals, they could send a signal the length of the Great Wall. If the total length of the Great Wall is 7300 kilometers, and each tower has two soldiers, how many soldiers were in beacon towers on the Great Wall?
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During ancient times in ancient China, beacon towers were constructed along the Great Wall to emit smoke signals and warn people of imminent attacks. Given that the towers were placed at 5 kilometer intervals, how many soldiers were present in each tower on the 7300-kilometer long Great Wall?
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James trains for the Olympics. He trains twice a day for 4 hours each time for all but 2 days per week. How many hours does he train a year?
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He trains 4*2=<<4*2=8>>8 hours per day
He trains 7-2=<<7-2=5>>5 days
So he trains 8*5=<<8*5=40>>40 hour per week
That means he trains 40*52=$<<40*52=2080>>2080
#### 2080
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James trains twice a day for 4 hours a day for all but 2 days a week for the Olympics. How many hours does he train a year?
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James trains twice a day for 4 hours a day, 2 days a week, for all but 2 days a week, for the Olympics. How many hours does he train a year?
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James trains twice a day for 4 hours a day, 2 days a week, for all but 2 days a week, for the Olympics. How many hours does he train for each year?
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James trains twice a day for 4 hours each time for all but 2 days of a week for the Olympics. How many hours does he train for each day in a year?
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James trains twice a day for 4 hours a day for all but 2 days a week for the Olympics. How many hours does he train for each year?
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James trains twice a day for 4 hours each time for all but 2 days of a week for the Olympics. How many hours does he train for each year?
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James trains twice a day for 4 hours each time for all but 2 days per week for the Olympics. How many hours does he train a year for the Olympics?
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James trains for the Olympics twice a day for 4 hours each time, except for 2 days a week. How many hours does he train for each day in a year?
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How many hours does James train a year for the Olympics, considering that he trains twice a day for 4 hours each time for all but 2 days of a week?
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James trains for the Olympics twice a day for 4 hours each time for all but 2 days of a week. How many hours does he train a year?
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If James trains twice a day for 4 hours 4 hours a day for all but 2 days a week for the Olympics, how many hours does he train a year?
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James trains twice a day for 4 hours each time for all but 2 days of a week for the Olympics. How many hours does he train a year?
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Tom charges a fee of $100 a day to search for an item for the first 5 days and then $60 per day for every day after that. How much did it cost for him to look for an item for 10 days?
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The first 5 days cost 5*100=$<<5*100=500>>500
He gets 10-5=<<10-5=5>>5 days on discount
He paid 5*60=$<<5*60=300>>300 at the discounted rate
So in total he pays 500+300=$<<500+300=800>>800
#### 800
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Tom charges $100 per day to locate an item for the first 5 days and $60 per day thereafter. If he searched for an item for 10 days, how much money would he spend on this task?
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Tom charges $100 per day to find an item for the first 5 days and $60 per day thereafter. If he continued to search for an item for 10 days, how much money would he spend on that?
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Tom charges $100 per day for the first 5 days of the search for an item and $60 per day thereafter. How much did it cost him to search for an item for 10 days?
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Tom charges $100 per day to find an item for the first 5 days and $60 per day thereafter. If he searched for an item for 10 days, how much money would he spend on it?
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Tom charges $100 per day to locate an item for the first 5 days and $60 per day thereafter. If he searched for an item for 10 days, how much money would he spend on it?
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Tom charges $100 per day to locate an item for the first 5 days, and $60 per day thereafter. If he searched for an item for 10 days, how much money would he spend on it?
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Tom charges $100 per day to find an item in the first 5 days and $60 per day after that for every day. What was the total cost of his 10 days of searching for an item?
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Tom charges $100 per day for the first 5 days of the search for an item and $60 per day for every day thereafter. How much did it cost him to search for an item for 10 days?
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Tom charges $100 per day to find an item for the first 5 days and $60 per day thereafter. If he searched for an item for 10 days, how much money would he spend on this task?
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Tom charges $100 per day to find an item for the first 5 days and $60 per day thereafter. If he searched for an item for 10 days, how much money would he spend on that?
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Tom charges $100 per day to locate an item for the first 5 days and $60 per day thereafter. If he searched for an item for 10 days, how much money would he spend on that?
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Tom charges $100 per day to locate an item for the first 5 days and $60 per day thereafter. If he searched for an item for 10 days, how much money would he spend on that task?
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Agatha has $60 to spend on a new bike. She spends $15 on the frame, and $25 on the front wheel. What does she have left, in dollars, to spend on a seat and handlebar tape?
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Agatha spends 15+25=<<15+25=40>>40 dollars.
Agatha has 60-40=<<60-40=20>>20 dollars left.
#### 20
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With a budget of $60 for a new bike, $15 for the frame, and $25 for the front wheel, how much money does Agatha have left to spend on a seat and handlebar tape?
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With a budget of $60 for a new bike, $15 for the frame, and $25 for the front wheel, how much money does Agatha have saved up to buy a seat and handlebar tape?
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Agatha has a budget of $60 for a new bike, $15 for the frame, and $25 for the front wheel. If she spends her money on these items, how much would she still be able to afford the seat and handlebar tape?
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If Agatha spends $60 on a new bike, $15 on the frame, and $25 on the front wheel, how much money would she still have to spend on a seat and handlebar tape?
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Agatha has a budget of $60 for a new bike, $15 for the frame, and $25 for the front wheel. If she were to spend this money on a seat and handlebar tape, how much would she still be able to afford the bike?
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If Agatha spends $60 on a new bike, $15 on the frame, and $25 on the front wheel, how much money will she still spend on a seat and handlebar tape, given that she only has $60 for the frame and $25 for the front wheel?
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Agatha has a budget of $60 for a new bike, $15 for the frame, and $25 for the front wheel. If she spends her money on those items, how much would she still be able to afford the seat and handlebar tape?
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With a budget of $60 for a new bike, $15 for the frame, and $25 for the front wheel, how much money does Agatha have left over for a seat and handlebar tape?
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With a budget of $60 for a new bike, $15 for the frame, and $25 for the front wheel, how much money does Agatha have to spend on a seat and handlebar tape?
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Agatha has a budget of $60 for a new bike, $15 for the frame, and $25 for the front wheel. If she spends her money on these items, how much would she be able to spend on a seat and handlebar tape?
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With a budget of $60 for a new bike, $15 for the frame, and $25 for the front wheel, how much money does Agatha have left for a seat and handlebar tape?
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Agatha has a budget of $60 for a new bike, $15 for the frame, and $25 for the front wheel. If she spends her money on those items, how much would she still be able to afford the seat and handlebar tape for the front wheel?
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In today's field day challenge, the 4th graders were competing against the 5th graders. Each grade had 2 different classes. The first 4th grade class had 12 girls and 13 boys. The second 4th grade class had 15 girls and 11 boys. The first 5th grade class had 9 girls and 13 boys while the second 5th grade class had 10 girls and 11 boys. In total, how many more boys were competing than girls?
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When you add up all the girls from all 4 classes, you had 12+15+9+10= <<12+15+9+10=46>>46 girls
When you add up all the boys from all 4 classes, you had 13+11+13+11 = <<13+11+13+11=48>>48 boys
There are 48 boys and 36 girls so 48-46 = 2 more boys
#### 2
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What is the total number of boys competing against the girls in today's field day challenge? The 4th graders were competing against the 5th graders in today's challenge. The first 4th grade class had 12 girls and 13 boys. The second 4th grade class had 15 girls and 11 boys. The first 5th grade class had 9 girls and 13 boys. The second 5th grade class had 10 girls and 11 boys.
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In today's field day challenge, the 4th and 5th graders were competing against each other. The first 4th grade class had 12 girls and 13 boys. The second 4th grade class had 15 girls and 11 boys. The first 5th grade class had 9 girls and 13 boys. The second 5th grade class had 10 girls and 11 boys. In total, how many boys were competing against the girls?
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How many more boys were involved in today's field day challenge, with the 4th graders competing against the 5th graders. The first 4th grade class had 12 girls and 13 boys. The second 4th grade class had 15 girls and 11 boys. The first 5th grade class had 9 girls and 13 boys. The second 5th grade class had 10 girls and 11 boys.
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What is the total number of boys competing against the girls in today's field day challenge? The 4th graders were competing against the 5th graders in today's class. The first 4th grade class had 12 girls and 13 boys. The second 4th grade class had 15 girls and 11 boys. The first 5th grade class had 9 girls and 13 boys. The second 5th grade class had 10 girls and 11 boys.
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In today's field day challenge, the 4th graders were competing against the 5th graders. Each grade had different classes. The first 4th grade class had 12 girls and 13 boys. The second 4th grade class had 15 girls and 11 boys. The first 5th grade class had 9 girls and 13 boys. The second 5th grade class had 10 girls and 11 boys. In total, how many boys were competing against the girls?
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During today's field day challenge, the 4th and 5th graders were competing against each other. The first 4th grade class had 12 girls and 13 boys. The second 4th grade class had 15 girls and 11 boys. The first 5th grade class had 9 girls and 13 boys. The second 5th grade class had 10 girls and 11 boys. In total, how many boys were competing against the girls?
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In today's field day challenge, the 4th and 5th graders were competing against each other. The first 4th grade class had 12 girls and 13 boys. The second 4th grade class had 15 girls and 11 boys. The first 5th grade class had 9 girls and 13 boys. The second 5th class class had 10 girls and 11 boys. In total, how many boys were competing against the girls?
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In today's field day challenge, the 4th graders were competing against the 5th graders. The first 4th grade class had 12 girls and 13 boys. The second 4th grade class had 15 girls and 11 boys. The first 5th grade class had 9 girls and 13 boys. The second 5th grade class had 10 girls and 11 boys. In total, how many boys were competing against the girls?
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Today's field day challenge saw 4th graders and 5th graders competing against each other. The first 4th grade class had 12 girls and 13 boys. The second 4th grade class had 15 girls and 11 boys. The first 5th grade class had 9 girls and 13 boys. The second 5th grade class had 10 girls and 11 boys. In total, how many boys were competing against girls?
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In today's field day challenge, the 4th and 5th graders were competing against each other. The first 4th grade class had 12 girls and 13 boys. The second 4th grade class had 15 girls and 11 boys. The first 5th grade class had 9 girls and 13 boys. The second 5th grade class had 10 girls and 11 boys. How many boys were competing in total?
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In today's field day challenge, the 4th and 5th graders were competing against each other. The first 4th grade class had 12 girls and 13 boys. The second 4th grade class had 15 girls and 11 boys. The first 5th grade class had 9 girls and 13 boys. The second 5th grade class had 10 girls and 11 boys. In total, how many boys were competing against girls?
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In today's field day challenge, the 4th and 5th graders were competing against each other. The first 4th grade class had 12 girls and 13 boys. The second 4th grade class had 15 girls and 11 boys. The first 5th grade class had 9 girls and 13 boys. The second 5th class had 10 girls and 11 boys. In total, how many boys were competing against the girls?
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The school store had a sale on pencils. Ten students bought pencils. The first two students bought 2 pencils each. The next six students bought three pencils each and the last two students only bought one pencil each. How many pencils were sold?
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The first students bought 2*2=<<2*2=4>>4 pencils
The next 6 students bought 6*3=<<6*3=18>>18 pencils
The last two students bought 1+1=<<1+1=2>>2 pencils
In total the store sold 4+18+2=<<4+18+2=24>>24 pencils
#### 24
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Among the ten students who bought ten pencils at a school store, the first two students purchased 2 pencils each, the next six students bought three pencils each, and the last two only bought one pencil each.
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Among the ten students who went to the school store for a sale of pencils, the first two students purchased 2 pencils each. The next six students bought three pencils each and the last two only bought one pencil each. What was the total number of pencils sold?
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Among the ten students who bought ten pencils at a school store, the first two students purchased 2 pencils each, the next six students bought three pencils each, and the last two bought only one pencil each.
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The school store had a sale of pencils. The first two students bought 2 pencils each. The next six students bought three pencils each and the last two only bought one pencil each. How many sold out?
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Among the ten students who went to the school store for a sale of pencils, the first two students purchased 2 pencils each. The next six students bought three pencils each and the last two only bought one pencil each. How many pencils were sold?
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Among the ten students who bought ten pencils at a school store, the first two students purchased 2 pencils each. The next six students bought three pencils each and the last two only bought one pencil each. How many pencils were sold?
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Among the ten students who bought ten pencils at a school store, the first two students purchased 2 pencils each, the next six students bought three pencils each, and the last two purchased only one pencil each.
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The school store managed to sell ten pencils. The first two students bought 2 pencils each. The next six students bought three pencils each. The last two students only bought one pencil each. How many pencils were sold?
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How many pencils were sold at the school store? The first two students bought 2 pencils each. The next six students bought three pencils each. The last two students bought only one pencil each.
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Among the ten students who went to the school store for a sale of pencils, the first two students purchased 2 pencils each. The next six students bought three pencils each and the last two only bought one pencil each.
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How many pencils were sold at the school store? The first two students purchased 2 pencils each. The next six students bought three pencils each and the last two only bought one pencil each.
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Among the ten students who bought ten pencils at a school store, the first two students purchased 2 pencils each. The next six students bought three pencils each and the last two only bought one pencil each.
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A storm dropped 5 inches of rain in the first thirty minutes. In the next 30 minutes, the hurricane dropped half that amount of rain. It then dropped 1/2 inch of rain for the next hour. What was the average rainfall total for the duration of the storm?
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The storm dropped 5 inches then half that amount so 5/2 = <<5/2=2.5>>2.5 inches
The next hour the storm dropped 1/2 inch of rain for 1 hour so 1*.5 = <<1*.5=.5>>.5 inches
All total the storm dropped 5 inches + 2.5 inches + .5 inch for = <<5+2.5+.5=8>>8 inches
It rained for 2 hours total so 8/2 = <<8/2=4>>4 inches of rain per hour
#### 4
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If a hurricane caused half the amount of rain in the first thirty minutes of a storm, half the amount of rain in the next 30 minutes, and half an inch of rain the next hour, what was the average rainfall for the entire duration of the storm?
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If a hurricane caused half the amount of rain in the first 30 minutes of a storm, half the amount of rain in the next 30 minutes of the storm, and half an inch of rain for the next hour, what was the average rainfall for the entire duration of the storm?
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Given that a hurricane delivered 5 inches of rain in 30 minutes, half an inch in the next 30 minutes, and the other half an inch in the next 30 minutes, what was the average rainfall amount during the entire duration of the storm?
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If a hurricane caused half the amount of rain in the first thirty minutes of a storm, half the amount of rain in the next 30 minutes of the storm, and half an inch of rain for the next hour, what was the average rainfall for the entire duration of the storm?
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If a hurricane caused half the amount of rain in the first thirty minutes of a storm, half the amount of rain in the next 30 minutes of the storm, and half an inch of rain the next hour, what was the average rainfall for the entire duration of the storm?
|
If a hurricane caused half the amount of rain in the first thirty minutes of a storm, half the amount of rain in the next 30 minutes, and half an inch of rain for the next hour, what was the average rainfall for the entire duration of the storm?
|
If a hurricane caused half the amount of rain in the first thirty minutes of a storm, half the amount of rain in the next 30 minutes of a hurricane, and half an inch of rain for the next hour, what was the average rainfall for the entire duration of the storm?
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If a hurricane caused half the amount of rain in the first 30 minutes of a storm, half the amount of rain in the next 30 minutes of the storm, and half an inch of rain for the next hour, what was the average rainfall amount for the entire duration of the storm?
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Given that a hurricane delivered 5 inches of rain in 30 minutes, half an inch in the next 30 minutes, and the other half an inch in the next 30 minutes, what was the average rainfall amount for the entire duration of the storm?
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Given that a hurricane delivered 5 inches of rain in 30 minutes, half an inch in the next 30 minutes, and the other half an inch in the next 30 minutes, what was the average rainfall amount during the duration of the storm?
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If a hurricane caused half the amount of rain in the first thirty minutes of a storm, half the amount of rain in the next 30 minutes of a hurricane, and half an inch of rain the next hour, what was the average rainfall for the entire duration of the storm?
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If a hurricane caused half the amount of rain in the first thirty minutes of a storm, half the amount of rain in the next 30 minutes of a hurricane, and half an inch of rain for the next hour, what was the average rainfall amount for the entire duration of the storm?
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Bill is hoarding toilet paper in fear of another pandemic. Bill goes to the bathroom three times a day and uses 5 squares of toilet paper each time. If Bill has 1000 rolls of toilet paper and each roll has 300 squares of toilet paper, how many days will his toilet paper supply last?
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First find the total number of squares Bill's hoard has: 1000 rolls * 300 squares/roll = <<1000*300=300000>>300000 squares
Then find the number of squares Bill uses each day: 5 squares/time * 3 times/day = <<5*3=15>>15 squares/day
Now divide the total number of squares by the number of squares Bill uses each day to find how many days his hoard will last: 300000 squares / 15 squares/day = <<300000/15=20000>>20000 days
#### 20000
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Bill uses restroom three times a day and accumulates 5 squares of toilet paper for every toilet paper roll he consumes. If Bill has 1000 rolls of toilet paper and each roll contains 300 squares of toilet paper, how many days will he have access to his toilet paper supply?
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Bill uses toilet paper three times a day to go to the bathroom and consumes 5 squares of toilet paper instead of the 1000 rolls of toilet paper that contain 300 squares of toilet paper. How long will his toilet paper supply last if he hoards it three times a day?
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Bill uses toilet paper to go to the bathroom three times a day and consumes 5 squares of toilet paper instead of the 1000 rolls of toilet paper that contain 300 squares of toilet paper. How long will his toilet paper supply last if he hoards it three times a day?
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Bill is using toilet paper three times a day to go to the bathroom and consumes 5 squares of toilet paper each time. If Bill has 1000 rolls of toilet paper and each roll contains 300 squares of toilet paper, how many days will it take for his toilet paper to dry out?
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Bill uses restroom three times a day and accumulates 5 squares of toilet paper for every toilet paper roll he consumes. If Bill has 1000 rolls of toilet paper and each roll contains 300 squares of toilet paper, how many days will he have access to his toilet paper?
|
Bill uses restroom three times a day and accumulates 5 squares of toilet paper for every toilet paper roll he consumes. If Bill has 1000 rolls of toilet paper and each roll contains 300 squares of toilet paper, how many days will his toilet paper supply last?
|
Bill uses toilet paper three times a day to go to the bathroom and consumes 5 squares of toilet paper instead of the 1000 rolls of toilet paper that contain 300 squares of toilet paper. How long will his toilet paper last?
|
Bill uses toilet paper three times a day to go to the bathroom and consumes 5 squares of toilet paper instead of the 1000 rolls of toilet paper that contain 300 squares of toilet paper. How many days will it take for his toilet paper supply to last?
|
Bill is using toilet paper three times a day to go to the bathroom and consumes 5 squares of toilet paper each time. If Bill has 1000 rolls of toilet paper and each roll contains 300 squares of toilet paper, how many days will it take for his toilet paper to dry?
|
Bill uses restroom three times a day and accumulates 5 squares of toilet paper for every toilet paper roll he consumes. If Bill has 1000 rolls of toilet paper and each roll contains 300 squares of toilet paper, how many days will he be able to replenish his toilet paper supply?
|
Bill is using toilet paper three times a day to go to the bathroom and consumes 5 squares of toilet paper each time. If Bill has 1000 rolls of toilet paper and each roll contains 300 squares of toilet paper, how many days will it take for his toilet paper supply to be replenished?
|
Bill uses toilet paper three times a day to go to the bathroom and consumes 5 squares of toilet paper instead of the 1000 rolls of toilet paper that contain 300 squares of toilet paper. How many days will it take for his toilet paper supply to be replenished?
|
Boris has 24 books and he donates a fourth of his books to the library. Cameron has 30 books and he donates a third of his books to the library. After donating their books, how many books in total do Boris and Cameron have together?
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Boris donates 24 / 4 = <<24/4=6>>6 books
Then Boris has a total of 24 - 6 = <<24-6=18>>18 books
Cameron donates 30 / 3 = <<30/3=10>>10 books
Then Cameron has a total of 30 - 10 = <<30-10=20>>20 books
Altogether, Boris and Cameron have 18 + 20 = <<18+20=38>>38 books
#### 38
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Boris donates 24 books to the library, and he donates 25% of his books to the library. Cameron donates 30% of his books to the library, and Boris has 24 books. What is the total number of books Boris and Cameron have after donating their books?
|
What is the total number of books that Boris and Cameron have donated to the library, considering that Boris has 24 books and Cameron donates a third of his books to the library, while Boris has 24 books and Cameron donates a fourth of his books.
|
Boris donates 24 books to the library, and he donates 25% of his books to the library. Cameron donates 30% of his books to the library, and Boris has 24 books. What is the total number of books Boris and Cameron own after donating their books?
|
What is the total number of books that Boris and Cameron have donated to the library, given that Boris has 24 books and Cameron donates a third of his books to the library, while Boris has 24 books and Cameron donates a fourth of his books.
|
What is the total number of books that Boris and Cameron have donated to the library, considering that Boris has 24 books and Cameron donates a third of his books to the library, while Boris has 24 books and Cameron donates a fourth of his books to the library.
|
Boris donates 24 books to the library, while Cameron donates a third of his books to the library. After donating their books, Boris has 24 books, while Cameron donates a third of his books to the library. What is the total number of books that Boris and Cameron have after donating their books?
|
What is the total number of books that Boris and Cameron have donated to the library, given that Boris has 24 books and Cameron donates a third of his books to the library, while Boris donates a fourth of his books and Cameron donates a third of his books.
|
What is the total number of books that Boris and Cameron have donated to the library, considering that Boris has 24 books and Cameron donates a third of his books to the library.
|
Boris donates 24 books to the library, while Cameron donates a third of his books to the library. After donating their books, Boris has 24 books, while Cameron donates a third of his books to the library. What is the total number of books that they have donated to the library?
|
Boris has 24 books and he donates 25% of his books to the library. Cameron donates 30% of his books to the library. What is the total number of books that Boris and Cameron have after donating their books?
|
Boris donates 24 books to the library, and he donates 25% of his books to the library. Cameron donates 30% of his books to the library, and Boris has 24 books. What is the total number of books that Boris and Cameron have after donating their books?
|
Boris donates 24 books to the library, while Cameron donates a third of his books to the library. Considering that Boris has 24 books and Cameron donates a fourth of his books to the library, how many books do they both have in their possession?
|
Kevin has a tree growing in his garden that is currently 180 inches tall. That is 50% taller than it was when he planted it there. How tall was the tree, in feet, then?
|
Since it is 50% taller, then 180 inches is 100% + 50% = 150% of its height then.
So each 1% is equal to 180/150 = <<180/150=1.2>>1.2 inches.
So, its height then was 1.2 x 100% = 120 inches.
Since 1 foot is equal to 12 inches, then 120 inches is equal to 120/12 = <<120/12=10>>10 feet.
#### 10
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Kevin has a 180-inch tree in his garden, which is 50% taller than when he first planted it. What was the actual height of the tree in feet, then?
|
Kevin has a 180-inch tree in his garden, which is half as tall as it was when he first planted it. What is the current height of the 180-inch tree in feet?
|
Kevin planted a tree in his garden that is now 180 inches tall, which is 50% taller than when he first planted it. What was the actual height of the 180-inch tree in feet?
|
Kevin has a 180-inch tree in his garden, which is 50% taller than when he first planted it. What was the actual height of the tree in feet?
|
Kevin has a 180-inch tree in his garden, which is now half a foot taller than when he first planted it. What was the actual height of the tree in feet?
|
Kevin has a 180-inch tree in his garden, which is half as tall as it was when he first planted it. What was the actual height of the tree in feet?
|
Kevin has a 180 inch tree in his garden, which is 50% taller than when he first planted it. What was the actual height of the tree in feet, then?
|
Kevin's garden has a 180-inch tree, which is 50% taller than when he first planted it. What was the actual height of the tree in feet?
|
Kevin has a 180-inch tree in his garden, which is 50% taller than when he first planted it. What was the height of the tree in feet, then, assuming that it is now 180 inches tall?
|
Kevin has a 180-inch tree in his garden, which is now half as tall as it was when he first planted it. What was the actual height of the tree in feet?
|
Kevin has a 180-inch tree in his garden, which is 50% taller than when he first planted it. What was the height of the tree in feet, then?
|
Kevin has a 180-inch tree in his garden, which is 50% taller than when he first planted it. What was the height of the tree in feet, then, if any?
|
Marcus had 18 pebbles. He skipped half of them across the lake, but Freddy gave him another 30 pebbles. How many pebbles does Marcus have now?
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Marcus had 18/2 = <<18/2=9>>9 pebbles left.
After Freddy gave him more, he has 9 + 30 = <<9+30=39>>39 pebbles.
#### 39
|
Marcus had 18 pebbles, but Marcus skipped half of them across the lake. Freddy then gave him another 30 pebbles. How many pebbles does Marcus have now?
|
Marcus had 18 pebbles, but Marcus was only given half of them across the lake. Freddy then gave him another 30 pebbles, how many pebbles does Marcus have now?
|
Marcus had 18 pebbles, but Marcus skipped half of them across the lake. Freddy gave him half of them, and then gave him 30 more pebbles. What is the total number of pebbles that Marcus now has?
|
Marcus had 18 pebbles, but Marcus skipped half of them across the lake. Freddy then gave him another 30 pebbles. What is the total number of pebbles that Marcus now has?
|
Marcus had 18 pebbles, but Marcus was only given half of them across the lake. Freddy then gave him 30 more pebbles, how many pebbles does Marcus have now?
|
Marcus had 18 pebbles, but Marcus was only given half of them across the lake. Freddy then gave him another 30 pebbles. What is the total number of pebbles that Marcus now has?
|
Marcus had 18 pebbles, but Marcus skipped half of them across the lake. Freddy gave him half of them, and then gave him 30 more pebbles. How many pebbles does Marcus have now?
|
Marcus had 18 pebbles, but Marcus was able to skip half of them across the lake. Freddy then gave him another 30 pebbles. How many pebbles does Marcus have now?
|
Marcus had 18 pebbles, but Marcus was only given half of them across the lake. Freddy then gave him another 30 pebbles. How many pebbles does Marcus have now?
|
Marcus had 18 pebbles, but Marcus walked across the lake with half of them given to him by Freddy. How many more pebbles does Marcus have than Freddy?
|
Marcus had 18 pebbles, but Marcus skipped half of them across the lake. Freddy gave him half of them, and then gave him 30 more pebbles. How many pebbles does Marcus have?
|
Marcus had 18 pebbles, but Marcus was able to skip half of them across the lake. Freddy then gave him another 30 pebbles. What is the total number of pebbles that Marcus now has?
|
Company A and Company B merge. Company A receives 60% of the combined profits under the new merger, and company B receives 40% of the profits. If company B gets a total of $60000 in profit, how much does company A get?
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Let the total profit of both companies be denoted by x.
Therefore, 40% * x = 0.4 * x = $60000
So x = $60000 / 0.4 = $150000.
If Company B gets 60 % of the profits, it gets 60% of $150000, which is 0.6 * $150000 = $<<0.6*150000=90000>>90000.
#### 90000
|
If Company A merges with Company B and the new merger results in 60% of the combined profits for Company A, and 40% of the profits for Company B, resulting in a total profit of $60000 for Company B, what is the amount that A gets for the $60000 earned from the $60000 in profit from the $60000 in profit from the $60000 in profit from the $60000 in profit from the merger?
|
If Company A merges with Company B and the new merger results in 60% of the combined profits for Company A, and 40% of the profits for Company B, resulting in a total profit of $60000 for Company B, what is the amount that A receives from the $60000 in profit earned from the $60000 in profit from the $60000 in profit from the $60000 in profit from the $60000 in profit from the merger?
|
If Company A merges with Company B and the new merger results in 60% of the combined profits for Company A, and 40% of the profits for Company B, resulting in a total profit of $60000 for Company B, what is the amount that A receives in the form of $60000?
|
If Company A merges with Company B and the new merger results in 60% of the combined profits for Company A, and 40% of the profits for Company B, resulting in a total profit of $60000 for company B, what is the amount that A receives in the form of $60000?
|
If Company A merges with Company B and the new merger results in 60% of the combined profits for Company A, and 40% of the profits for Company B, resulting in a total profit of $60000 for company B, what is the amount that A gets for the $60000 earned from the $60000 in profit from the $60000 in profit from the $60000 in profit from the $60000 in profit from the merger?
|
In the case of a merger between Company A and Company B, where Company A receives 60% of the combined profits and Company B receives 40% of the profits, if both companies make a total profit of $60000, what is the amount that A receives from the merger if both companies make $60000?
|
If Company A merges with Company B and the new merger results in 60% of the combined profits for Company A, and 40% of the profits for Company B, resulting in a total profit of $60000 for Company B, what is the amount that A gets for the $60000 earned from the $60000 in profit from the $60000 in profit from the $60000 in profit from the merger?
|
If Company A merges with Company B and the new merger results in 60% of the combined profits for Company A, and 40% of the profits for Company B, resulting in a total profit of $60000 for company B, what is the amount that A gets for the $60000 earned from the $60000 in profit from the $60000 in profit from the $60000 in profit from the merger?
|
If Company A merges with Company B and the new merger results in 60% of the combined profits for Company A, and 40% of the profits for Company B, resulting in a total profit of $60000 for company B, what is the amount that A receives?
|
If Company A merges with Company B and the new merger results in 60% of the combined profits for Company A, and 40% of the profits for Company B, resulting in a total profit of $60000 for Company B, what is the amount that A receives from the $60000 earned in the $60000 profit?
|
If Company A merges with Company B and the new merger results in 60% of the combined profits for Company A, and 40% of the profits for Company B, resulting in a total profit of $60000 for Company B, what is the amount that A gets for the $60000 earned from the $60000 in profit from the $60000 in profit?
|
In the case of a merger between Company A and Company B, where Company A receives 60% of the combined profits and Company B receives 40% of the profits, if both companies make a total profit of $60000, what is the amount that company A receives in return?
|
Musa is the class teacher of a class of 45 students. He wants to split them into three groups by age. If a third of the class is under 11 years, and two-fifths are above 11 but under 13, how many students will be in the third group (13 years and above)?
|
The first group is a third of the class which is (1/3)*45 = <<1/3*45=15>>15 students
There are 15 students in the first group, so there are 45-15 = <<45-15=30>>30 students
The second group is two-fifths of the class which is (2/5)*45 = <<2/5*45=18>>18 students
There are 18 in the second group so there are 30-18 = <<30-18=12>>12 students left in the third group
#### 12
|
Musa's class teacher has 45 students. If he wants to categorize them into three groups based on their age, how many students will be in the third group (13 years and above) if one-third is under 11 years old and two-fifths are above 11 but under 13 years old?
|
Musa's class teacher has 45 students. If he wants to categorize them into three groups based on their age, how many students will be in each group (13 years and above) if one-third is under 11 years old and two-fifths are above 11 but under 13 years old?
|
Musa's class teacher has 45 students and he wants to categorize them into three groups based on their age. If one-third of the class is under 11 years, and two-fifths are above 11 but under 13, how many students will be in the third group (13 years and above)?
|
Musa's class teacher has 45 students and wants to categorize them into three groups based on their age. If a third of the group is under 11 years, and two-fifths are above 11 but under 13, how many students will be in the third group (13 years and above)?
|
Musa's class teacher has 45 students and he wants to categorize them into three groups based on their age. If a third of the group is under 11 years, and two-fifths are above 11 but under 13, how many students will be in the third group (13 years and above)?
|
Musa plans to divide a class of 45 students into three groups based on their age. If a third of the group is below 11 years, and two-fifths are above 11 but under 13, how many students will be in the third group (13 years and above) as a teacher?
|
Musa's class teacher has 45 students. If he wants to categorize them into three groups based on their age, how many students will be in each group (13 years and above) if one-third is under 11 years and two-fifths are above 11 but under 13 years?
|
Musa is teaching a class of 45 students. He wants to divide the students into three groups by age. If one-third of the class is under 11 years, and two-fifths are above 11 but under 13, how many students will be in the third group (13 years and above)?
|
Musa's class teacher has 45 students and he wants to categorize them into three groups based on their age. If one-third of the group is under 11 years, and two-fifths are above 11 but under 13, how many students will be in the third group (13 years and above)?
|
Musa's class teacher has 45 students. If he wants to categorize them into three groups based on their age, how many students will be in each group (13 years and above) if one-third is under 11 years old and two-fifths are above 11 but under 13?
|
Musa's class teacher has 45 students and wants to categorize them into three groups based on their age. If one-third of the class is under 11 years, and two-fifths are above 11 but under 13, how many students will be in the third group (13 years and above)?
|
Musa's class teacher has 45 students and he wishes to categorize them into three groups based on their age. If a third of the group is under 11 years, and two-fifths are above 11 but under 13, how many students will be in the third group (13 years and above)?
|
It took Dad 5 more than twice as long to vacuum upstairs then to vacuum downstairs. He vacuumed for a total of 38 minutes. How many minutes did he vacuum upstairs?
|
Let D = time in minutes to vacuum downstairs
Upstairs = 2D + 5 minutes
3D + 5 = 38
3D = 33
D = <<11=11>>11 minutes
Upstairs = (2 * 11) + 5 = <<(2*11)+5=27>>27 minutes
Dad took 27 minutes to vacuum upstairs.
#### 27
|
Dad vacuumed for 38 minutes, taking more than half an hour to vacuum up the stairs and half an hour to vacuum downstairs. How many minutes did he spend vacuuming upstairs?
|
Dad spent 38 minutes vacuuming upstairs, which is over twice the time it took him to vacuum downstairs, and 5 more than twice as long. How many minutes did he spend vacuuming upstairs?
|
Dad vacuumed for 38 minutes, which is more than the average time. Given that it took him more than twice as long to vacuum upstairs, how many minutes did he spend vacuuming?
|
Dad vacuumed for 38 minutes, which is more than five times the time it took to vacuum upstairs. If he vacuumed for 38 minutes, how many more minutes did he spend on the upstairs area?
|
Dad vacuumed for 38 minutes, which is more than double the time it took him to vacuum upstairs. If he vacuumed for 38 minutes, how many more minutes did he take to vacuum upstairs?
|
Dad vacuumed for 38 minutes, which is more than five times the time it took to vacuum upstairs. If he vacuumed for 38 minutes, how many more minutes did he take to vacuum upstairs?
|
Dad vacuumed for 38 minutes, which is more than the average time. Given that it took him more than twice as long to vacuum upstairs, how many minutes did he spend cleaning the upstairs area?
|
Dad vacuumed for 38 minutes, which is more than the average time. Given that it took him more than twice as long to vacuum upstairs and downstairs, how many minutes did he spend vacuuming?
|
Dad vacuumed for 38 minutes, which is more than twice the time it took him to vacuum upstairs. If he vacuumed for 38 minutes, how many more minutes did he take to vacuum upstairs?
|
Dad vacuumed for 38 minutes, which is more than double the time it took him to vacuum upstairs. If he vacuumed for 38 minutes, how many more minutes did he spend?
|
Dad vacuumed for 38 minutes, which is more than twice the time it took to vacuum upstairs. If he vacuumed for 38 minutes, how many more minutes did he take to vacuum upstairs?
|
Dad vacuumed for 38 minutes, which is more than the average time. Given that it took him more than twice as long to vacuum upstairs, how many minutes did he spend cleaning the floor?
|
Ryan wants to take 5 peanut butter sandwiches to the beach. If each sandwich consists of 3 slices of bread how many slices does Ryan need to make 5 sandwiches?
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To make 1 sandwich, you need 3 slices so Ryan needs 1*3= <<1*3=3>>3 slices to make one sandwich.
Since it takes 3 slices to make a sandwich, and Ryan wants 5 sandwiches to take to the beach he needs 3*5= <<3*5=15>>15 slices.
#### 15
|
If Ryan takes 5 peanut butter sandwiches with him to the beach and each sandwich is composed of 3 slices of bread, how many slices should he use to make 5 sandwiches?
|
If Ryan takes 5 peanut butter sandwiches with him to the beach and each sandwich consists of 3 slices of bread, how many slices should he use to make 5 sandwiches?
|
Ryan takes 5 peanut butter sandwiches with him to the beach. If each sandwich contains 3 slices of bread, how many slices should he use to make 5 sandwiches?
|
If Ryan takes 5 peanut butter sandwiches with him to the beach and each sandwich contains 3 slices of bread, how many slices should he use to make 5 sandwiches?
|
Given that Ryan takes 5 peanut butter sandwiches with him to the beach and each sandwich consists of 3 slices of bread, how many slices should he use to make 5 peanut butter sandwiches?
|
If Ryan takes 5 peanut butter sandwiches with him to the beach and each sandwich consists of 3 slices of bread, how many slices should he use to make 5 peanut butter sandwiches?
|
If Ryan takes 5 peanut butter sandwiches with him to the beach and each sandwich is composed of 3 slices of bread, how many slices will he need to bring to the beach to make 5 sandwiches?
|
If Ryan takes 5 peanut butter sandwiches with him to the beach and each sandwich contains 3 slices of bread, how many slices should he use to bring the total number of peanut butter sandwiches to the beach?
|
If Ryan takes 5 peanut butter sandwiches with him to the beach and each sandwich is composed of 3 slices of bread, how many slices will he need to bring to the beach to make 5 peanut butter sandwiches?
|
If Ryan takes 5 peanut butter sandwiches with him to the beach and each sandwich contains 3 slices of bread, how many slices should he use to make 5 sandwiches each?
|
If Ryan takes 5 peanut butter sandwiches with him to the beach and each sandwich contains 3 slices of bread, how many slices should he use to make 5 peanut butter sandwiches?
|
If Ryan takes 5 peanut butter sandwiches with him to the beach and each sandwich is composed of 3 slices of bread, how many slices should he use to make 5 peanut butter sandwiches?
|
Max fills up water balloons for 30 minutes at a rate of 2 water balloons every minute. Max’s friend Zach fills up water balloons for 40 minutes at a rate of 3 water balloons every minute. In the process, 10 of the water balloons pop on the ground. How many filled water balloons do Max and Zach have in total?
|
Max fills 30 * 2 = <<30*2=60>>60 water balloons
Zach fills 40 * 3 = <<40*3=120>>120 water balloons
Max and Zach have a total of 60 + 120 - 10 = <<60+120-10=170>>170 water balloons
#### 170
|
Max and Zach both have water balloons, and he fills them up at a rate of 2 every minute for 30 minutes. Max also fills up 10 water balloons every minute for 40 minutes, while Zach fills up 10 at a rate of 3 every minute. What is the total number of water balloons that they have filled?
|
Max and Zach both have water balloons, and he fills them up at a rate of 2 every minute for 30 minutes. Max also fills up 10 water balloons every minute for 40 minutes, while Zach fills them up at a rate of 3 every minute. What is the total number of water balloons that they have filled?
|
Max and Zach have a total of 12 water balloons, with Max filling them up for 30 minutes at a rate of 2 balloons every minute. Max's friend, Zach, fills up for 40 minutes at a rate of 3 balloons every minute. How many of these two friends have filled their water balloons every minute?
|
Max and Zach both have water balloons, and he fills them up for 30 minutes at a rate of 2 balloons every minute. Max also fills up 10 water balloons every minute for 40 minutes at a rate of 3 balloons per minute. What is the total number of water balloons that they have filled?
|
Max and Zach both have water balloons, and he fills them up for 30 minutes with 2 water balloons every minute. Max also fills up 10 water balloons every minute for 40 minutes, while Zach fills up 10 water balloons for 40 minutes with 3 balloons per minute. What is the total number of water balloons that they have filled?
|
Max and Zach both have water balloons, and he fills them up for 30 minutes at a rate of 2 water balloons every minute. Max also fills up 10 water balloons every minute for 40 minutes at a rate of 3 water balloons every minute. What is the total number of water balloons that they have filled?
|
Max and Zach both have water balloons, and he fills them up for 30 minutes at a rate of 2 water balloons every minute. Max also fills up 10 water balloons every minute for 40 minutes at a rate of 3 water balloons per minute. What is the total number of water balloons that they have filled?
|
Max and Zach both have a running rate of 2 water balloons every minute for 30 minutes, while Max fills up two water balloons every minute for 40 minutes. Zach fills up 10 water balloons every minute for 40 minutes. What is the total number of water balloons that Max and Zach have filled?
|
Max and Zach both have water balloons, and he fills them up at a rate of 2 every minute for 30 minutes. Max also fills up 10 water balloons every minute for 40 minutes, while Zach fills up 10 at a rate of 3 every minute. What is the total number of water balloons they have filled?
|
Max and Zach have a total of 12 water balloons, with Max filling them up for 30 minutes at a rate of 2 balloons every minute. Max's friend, Zach, fills up for 40 minutes at a rate of 3 balloons every minute. How many of these two friends have filled their water balloons?
|
Max and Zach both have water balloons, and he fills them up for 30 minutes at a rate of 2 balloons every minute. Max also fills up 10 water balloons every minute for 40 minutes at a rate of 3 balloons per minute. How many water balloons do they both have filled up in total?
|
Max and Zach both have water balloons, and he fills them up for 30 minutes with 2 water balloons every minute. Max also fills up 10 water balloons every minute for 40 minutes, while Zach fills up 10 water balloons every minute. What is the total number of water balloons that they have filled?
|
Josh found out that 7 bottle caps weigh exactly one ounce. Josh's entire bottle cap collection weighs 18 pounds exactly. How many bottle caps does Josh have in his collection?
|
Josh's collections weights 18 * 16 = <<18*16=288>>288 ounces.
Josh's collection contains 288 * 7 = <<288*7=2016>>2016 caps
#### 2016
|
How many bottle caps does Josh possess in his collection, considering that Josh discovered 7 bottle caps weigh one ounce and his entire collection weighs 18 pounds exactly?
|
How many bottle caps does Josh have in his collection, considering that Josh discovered 7 bottle caps each weighed one ounce and Josh's entire collection weighs 18 pounds exactly?
|
How many bottle caps does Josh possess in his collection, considering that Josh discovered 7 bottle caps each weighed one ounce and Josh's entire collection weighs 18 pounds exactly?
|
What is the total number of bottle caps in Josh's collection, considering that Josh discovered that 7 of them weigh one ounce, and Josh's entire collection weighs 18 pounds exactly?
|
How many bottle caps does Josh possess in his collection, considering that Josh discovered 7 bottle caps weigh one ounce and Josh's entire collection weighs 18 pounds exactly?
|
How many bottle caps does Josh have in his collection, considering that Josh discovered 7 bottle caps weigh one ounce and his entire collection weighs 18 pounds exactly?
|
How many bottle caps does Josh possess in his collection, considering that Josh discovered 7 bottle caps weigh one ounce and Josh's entire bottle cap collection weighs 18 pounds exactly?
|
How many bottle caps does Josh possess in his collection, given that Josh discovered that 7 of them weigh one ounce and Josh's entire collection weighs 18 pounds exactly?
|
How many bottle caps does Josh have in his collection, considering that Josh discovered 7 of them weigh one ounce and Josh's entire collection weighs 18 pounds exactly?
|
How many bottle caps does Josh possess in his collection, given that Josh discovered that 7 of them weigh one ounce, and Josh's entire collection weighs 18 pounds exactly?
|
What is the total number of bottle caps that Josh has in his collection, given that 7 of them weigh one ounce and Josh's entire collection weighs 18 pounds exactly?
|
How many bottle caps does Josh possess in his collection, considering that Josh found out 7 of them weigh one ounce and Josh's entire collection weighs 18 pounds exactly?
|
Tapanga and Corey have 66 candies together. However, Tapanga has 8 more candies than Corey. How many candies does Corey have?
|
Let x = the total number of candies Corey has.
x + 8 = the total number of candies Tapanga has.
The equation for the total number of candies is x + (x + 8) = 66
Combining like terms, we get 2x + 8 = 66
Subtracting 8 from both sides, we get 2x = 58
Dividing both sides by 2, we get x = <<29=29>>29, so Corey has 29 candies.
#### 29
|
Tapanga and Corey have 66 candies in their collection, while Tapanga has 8 more candies than Corey. What is the total number of candies Corey has?
|
Tapanga and Corey have 66 candies in their bag, while Tapanga has 8 more candies than Corey. What is the total number of candies Corey has?
|
Tapanga and Corey have 66 candies in their collection, but Tapanga has 8 more candies than Tapanga. What is the total number of candies in their collection?
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Tapanga and Corey have 66 candies in their possession, while Tapanga has 8 more candies than Corey. What is the total number of candies Corey has?
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Tapanga and Corey have 66 candies in their bag. Tapanga has 8 more candies than Corey. What is the total number of candies Corey has?
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Tapanga and Corey have 66 candies, while Tapanga has 8 more candies than Corey. Given that Corey has 66 candies and Tapanga has 8 more candies, how many candies does Corey have?
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Tapanga and Corey have 66 candies in their bag. Tapanga has 8 more candies than Corey, while Tapanga has 66 candies. What is the total number of candies Corey has?
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Tapanga and Corey have 66 candies in their bag. Tapanga has 8 more candies than Corey, while Tapanga has 66 candies. How many candies does Corey have?
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Tapanga and Corey have 66 candies in their collection, but Tapanga has 8 more candies than Corey. What is the total number of candies Corey has?
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Tapanga and Corey have 66 candies, while Tapanga has 8 more candies than Corey. What is the total number of candies Corey has?
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Tapanga and Corey have 66 candies, while Tapanga has 8 more candies than Corey. Given that Corey has 66 candies, how many candies does Corey have?
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Tapanga and Corey have 66 candies, while Tapanga has 8 more candies than Corey. Given that Corey has 66 candies and Tapanga has 8 more candies, how many candies does Corey possess?
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Nikola is saving up for a bag of ant food before he can start his ant farm. He wants 400 ants in his farm. Each ant needs 2 ounces of food. Every ounce of ant food costs $.1. Nikola is saving up by raking leaves. He charges $5 to start a job and then he charges by the leaf. Each leaf he rakes costs 1 penny. He finally saved up enough money after he raked 6,000 leaves. How many jobs did he complete?
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The ants will need 800 ounces of food because 400 x 2 = <<400*2=800>>800
The ant food will cost $80 because 800 x .1 = <<800*.1=80>>80
He has earned $60 from the leaves he has raked because 6000 leaves * $0.01/leaf = $<<6000*0.01=60>>60
He earned $20 from all his jobs because 80 - 60 = <<80-60=20>>20
He completed 4 jobs because 20 / 5 = <<20/5=4>>4
#### 4
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How many jobs did Nikola finish after he raked 6,000 leaves? He wants to have 400 ants in his farm and each ant requires 2 ounces of food. Each ant requires 2 ounces of food. Nikola charges $5 to start a job. He charges by the leaf. Each leaf he rakes costs 1 penny. He is saving up enough money to start his ant farm. How many ounces of food are needed to start his ant farm?
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How many jobs did Nikola finish after he raked 6,000 leaves? He wants to have 400 ants in his farm and each ant requires 2 ounces of food. Each ant requires 2 ounces of food. Nikola charges $5 to start a job. He charges by the leaf. Each leaf he rakes costs 1 penny.
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How many jobs did Nikola finish after he raked 6,000 leaves? He wants to have 400 ants in his farm and each ant requires 2 ounces of food. Each ant requires 2 ounces of food. Nikola charges $5 to start a job. He charges by the leaf. Each leaf he rakes costs 1 penny. How many ounces of food did he save for his ant farm?
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How many jobs did Nikola finish after he raked 6,000 leaves? He wants to have 400 ants in his farm and each ant requires 2 ounces of food. Every ounce of ant food costs $.1 and he charges $5 to start a job. He saves by raking leaves. He charges by the leaf. Each leaf he rakes costs 1 penny.
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How many jobs did Nikola finish after he raked 6,000 leaves? He wants to have 400 ants in his farm and each ant requires 2 ounces of food. Each ant requires 2 ounces of food. Nikola charges $5 to start a job and then charges by the leaf. Each leaf he rakes costs 1 penny.
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How many jobs did Nikola finish after he raked 6,000 leaves? He wants to have 400 ants in his farm and each ant requires 2 ounces of food. Each ant requires 2 ounces of food. Nikola charges $5 to start a job. He charges by the leaf. Each leaf he rakes costs 1 penny. He is saving up enough money to start his ant farm.
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How many jobs did Nikola finish after he raked 6,000 leaves? He wants to have 400 ants in his farm and each ant requires 2 ounces of food. Each ant requires 2 ounces of food. Nikola charges $5 to start a job. He charges by the leaf. Each leaf he rakes costs 1 penny. He saves enough money for his ant farm, which costs $.01 for each ounce of food.
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How many jobs did Nikola finish after he raked 6,000 leaves? He wants to have 400 ants in his farm and each ant requires 2 ounces of food. Each ant requires 2 ounces of food. Nikola charges $5 to start a job. He charges by the leaf. Each leaf he rakes costs 1 penny. He saves enough money for his ant farm.
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How many jobs did Nikola finish after he raked 6,000 leaves? He wants to have 400 ants in his farm and each ant requires 2 ounces of food. Each ant requires 2 ounces of food. Nikola charges $5 to start a job and then charges by the leaf. Each leaf he rakes costs 1 penny. He is saving up enough money to start his ant farm.
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How many jobs did Nikola finish after he raked 6,000 leaves? He wants to have 400 ants in his farm and each ant requires 2 ounces of food. Each ant requires 2 ounces of food. Nikola charges $5 to start a job and then charges by the leaf. Each leaf he rakes costs 1 penny. He is saving up enough money to start his ant farm. How many ounces of food are needed to start his ant farm?
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How many jobs did Nikola finish by raking 6,000 leaves? He charges $5 to start, then charges by the leaf, then charges 1 penny. He wants to add 400 ants to his farm, but each ant requires 2 ounces of food. Every ounce of ant food costs $.1 and he wants to keep 400 ants in his farm. How many times did he save enough money for his ant farm?
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How many jobs did Nikola finish after he raked 6,000 leaves? He wants to have 400 ants in his farm and each ant requires 2 ounces of food. Every ounce of ant food costs $.1 and he charges $5 to start a job. He charges by the leaf. Each leaf he rakes costs 1 penny.
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А Senior Center is hosting a bingo night. $2,400 in prize money will be given away. The first winner of the night will receive a third of the money. The next ten winners will each receive a 10th of the remaining amount. How many dollars will each of the next ten winners receive?
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The first winner will receive 2400 / 3 = $<<2400/3=800>>800.
There will be 2400 - 800 = $<<2400-800=1600>>1600 left.
The other winners will receive 1600 / 10 = $<<1600/10=160>>160 each.
#### 160
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If the prize money for a bingo night at the Senior Center is $2,400, and the first winner will win a third of the money, while the next ten winners will each receive a 10th of the remaining amount, how much money will each winner receive?
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If the prize money for a bingo night at the Senior Center is $2,400, and the first winner will win a third of the money, while the next ten winners will each receive a 10th of the remaining money, how much money will each winner receive?
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Is it true that the first winner of a bingo night at the Senior Center will win $2,400 in prize money, with a third of the money going to them and the next ten winners each receiving a 10th of the money?
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If the prize money for a bingo night at the Senior Center is $2,400, and the first winner will win a third of the money, while the next ten winners will each receive a 10th of the money, what will be the total amount of the next ten winners?
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If the prize money for a bingo night at the Senior Center is $2,400, and the first winner will receive a third of the money, while the next ten winners will each receive a 10th of the money, what will be the amount of prize money awarded to each of the remaining ten winners?
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If the prize money for a bingo night at the Senior Center is $2,400, and the first winner will receive a third of the money, while the next ten winners will each receive a 10th of the money, what will be the total amount of the next ten winners?
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If a bingo night is organized at the Senior Center and offers $2,400 in prize money, with the first winner receiving a third of the money and the next ten winners each receiving a 10th of the money, how much money will each of the next ten winners receive in total?
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If the prize money for a bingo night at the Senior Center is $2,400, and the first winner will receive a third of the money, while the next ten winners will each receive a 10th of the money, what will be the amount of prize money awarded to each of the next ten winners?
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If the prize money for a bingo night at the Senior Center is $2,400, and the first winner will receive a third of the money, while the next ten winners will each receive a 10th of the money, what will be the amount of money won by the next ten winners?
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If the prize money for a bingo night at the Senior Center is $2,400, and the first winner will receive a third of the money, while the next ten winners will each receive a 10th of the money, how much money will each of the remaining ten winners receive in total?
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If a bingo night is organized at the Senior Center and offers $2,400 in prize money, with the first winner receiving a third of the money and the next ten winners each receiving a 10th of the money, how much money will each of the next ten winners receive in terms of prize money?
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If the prize money for a bingo night at the Senior Center is $2,400, and the first winner will receive a third of the money, while the next ten winners will each receive a 10th of the money, what will be the total amount of money won by the next ten winners?
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Mark is filling a punch bowl that can hold 16 gallons of punch. He fills it part way, then his cousin comes along and drinks half the punch in the bowl. Mark starts to refill the bowl and adds 4 more gallons, but then his friend Sally comes in and drinks 2 more gallons of punch. After that, Mark has to add 12 gallons of punch to completely fill the bowl. How much punch did Mark initially add to the bowl?
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First, figure out how much punch was left in the bowl before Mark refilled it by subtracting the 12 gallons he added from the bowl's total capacity: 16 - 12 = <<16-12=4>>4 gallons
Next, figure out how much punch was in the bowl before Sally came along: 4 + 2 = <<4+2=6>>6 gallons.
Next, figure out how much punch was in the bowl before Mark started to refill it: 6 - 4 = <<6-4=2>>2 gallons
Finally, multiply that amount by 2 to find out how much punch there was before the cousin drank half: 2 * 2 = <<4=4>>4 gallons
#### 4
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Mark is filling a punch bowl with water that can hold 16 gallons of punch. His cousin drinks half of the liquid. Mark starts to refill the bowl and adds 4 more gallons of punch, but his friend Sally drinks 2 more gallons. His cousin then refills the punch bowl with more water and has to add 12 gallons of punch to fill the bowl completely. How many gallons of punch did he add to the bowl at first?
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Mark is filling a punch bowl with water that can hold 16 gallons of punch. His cousin drinks half of the liquid. Mark starts to refill the bowl and adds 4 more gallons of punch, but his friend Sally drinks 2 more gallons. His cousin then refills the punch bowl with more water and has to add 12 gallons of punch to fill the bowl completely. How many gallons of punch did he add to fill the bowl?
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Mark is filling a punch bowl with water that can hold 16 gallons of punch. His cousin drinks half of the liquid. Mark starts to refill the bowl and adds 4 more gallons of punch, but his friend Sally drinks 2 more gallons. After his friend refills the bowl with water, he has to add 12 gallons of punch. How many gallons of punch did he fill the bowl with?
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Mark is filling a punch bowl with water that can hold 16 gallons of punch. His cousin drinks half of the liquid. Mark starts to refill the bowl and adds 4 more gallons of punch before his friend Sally comes in and drinks 2 more gallons of punch. After his friend Sally drinks 2 more gallons of punch, Mark needs to add 12 gallons of punch to fill the bowl and fill it completely. How many gallons of punch did he add to the bowl?
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Mark is filling a punch bowl with water that can hold 16 gallons of punch. His cousin drinks half of the liquid. Mark starts to refill the bowl and adds 4 more gallons of punch before his friend Sally comes in and drinks 2 more gallons of punch. After his friend Sally drinks 2 more gallons of punch, Mark needs to add 12 gallons of punch to fill the bowl and fill it completely. How many gallons of punch did he add to the bowl to fill the bowl?
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Mark is filling a punch bowl with water that can hold 16 gallons of punch. His cousin drinks half of the liquid. Mark starts to refill the bowl and adds 4 more gallons of punch before his friend Sally comes in and drinks 2 more gallons of punch. After his friend Sally drinks 2 more gallons of punch, Mark needs to add 12 gallons of punch to fill the bowl and fill the bowl with more water. How many gallons of punch did he add to the bowl?
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Mark is filling a punch bowl with water that can hold 16 gallons of punch. His cousin drinks half of the liquid. Mark starts to refill the bowl and adds 4 more gallons of punch before his friend Sally comes in and drinks 2 more gallons of punch. After his friend Sally drinks 2 more gallons of punch, Mark needs to add 12 gallons of punch to fill the bowl with the remaining liquids.
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Mark is filling a punch bowl with water that can hold 16 gallons of punch. His cousin drinks half of the liquid. Mark starts to refill the bowl and adds 4 more gallons of punch before his friend Sally comes in and drinks 2 more gallons of punch. After his friend Sally drinks 2 more gallons of punch, Mark has to add 12 gallons of punch to fill the bowl and fill the bowl with more water.
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Mark is filling a punch bowl with water that can hold 16 gallons of punch. His cousin drinks half of the liquid. Mark starts to refill the bowl and adds 4 more gallons of punch, but his friend Sally drinks 2 more gallons. His cousin then refills the bowl with more water and has to add 12 gallons of punch to fill the bowl. How many gallons of punch did he add to the bowl at first?
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Mark is filling a punch bowl with water that can hold 16 gallons of punch. His cousin drinks half of the liquid. Mark starts to refill the bowl and adds 4 more gallons of punch before his friend Sally comes in and drinks 2 more gallons of punch. After his friend Sally drinks 2 more gallons of punch, Mark needs to add 12 gallons of punch to fill the bowl and fill the bowl with more water.
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Mark is filling a punch bowl with water that can hold 16 gallons of punch. His cousin drinks half of the liquid. Mark starts to refill the bowl and adds 4 more gallons of punch before his friend Sally comes in and drinks 2 more gallons of punch. Mark needs to add 12 gallons of punch to fill the bowl and fill it completely.
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Mark is filling a punch bowl with water that can hold 16 gallons of punch. His cousin drinks half of the liquid. Mark starts to refill the bowl and adds 4 more gallons of punch, but his friend Sally drinks 2 more gallons. After his friend Sally drinks 2 more gallons of punch, Mark needs to add 12 gallons of punch to fill the bowl completely. How much punch did he add to the bowl when his cousin drinks half of the liquid?
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A sack of rice, which is 50 kilograms, costs $50. If David sells it for $1.20 per kilogram, how much will be his profit?
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David's revenue for the 50 kilograms of rice is $1.20 x 50 = $<<1.20*50=60>>60.
So, his profit is $60 - $50 = $<<60-50=10>>10.
#### 10
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Given that David sells a sack of rice, which weighs 50 kilograms, for $50, at a price of $1.20 per kilogram, how much money will he make in profit, given that the sack of rice costs $1.20 per kilogram?
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David sells a sack of rice at a price of $1.20 per kilogram, which is 50 kilograms, for $50. If he sells it for $1.20 per kilogram, how much profit will he make?
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Given that David sells a sack of rice, which weighs 50 kilograms, for $50, at a cost of $1.20 per kilogram, how much profit will he make on the sack if he sells it for such a price?
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Given that David sells a sack of rice, which weighs 50 kilograms, for $50, at a cost of $1.20 per kilogram, how much profit will he make on the sack if he sells it for $1.20 per kilogram?
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Given that David sells a sack of rice, which weighs 50 kilograms, for $50, at a cost of $1.20 per kilogram, how much profit will he make?
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Given that David sells a sack of rice, which weighs 50 kilograms, for $50, at a cost of $1.20 per kilogram, how much money will he make in profit, given that the sack of rice costs $1.20 per kilogram?
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David sells a sack of rice at a price of $1.20 per kilogram, which is 50 kilograms, for $50. If he sells it, how much profit will he make?
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Given that David sells a sack of rice, which weighs 50 kilograms, for $50, at a cost of $1.20 per kilogram, how much money will he make?
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Given that David sells a sack of rice, which weighs 50 kilograms, for $50, at a price of $1.20 per kilogram, how much money will he make in profit?
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David sells a sack of rice, which weighs 50 kilograms, for $50. If he sells it for $1.20 per kilogram, how much profit will he make?
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Given that David sells a sack of rice, which weighs 50 kilograms, for $50, at a cost of $1.20 per kilogram, how much money will he make in profit?
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Given that David sells a sack of rice, which weighs 50 kilograms, for $50, at a price of $1.20 per kilogram, how much money will he earn by selling it for $1.20 per kilogram?
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In the honey shop, the bulk price of honey is $5 per pound and the minimum spend is $40 before tax. The honey is taxed at $1 per pound. If Penny has paid $240 for honey, by how many pounds has Penny’s purchase exceed the minimum spend?
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Including tax, a pound of honey costs 5 + 1 = <<5+1=6>>6 dollars
The minimum purchase equals 40 / 5 = <<40/5=8>>8 pounds of honey.
Penny has bought 240 / 6 = <<240/6=40>>40 pounds of honey
Penny has exceeded the minimum purchase by 40 - 8 = <<40-8=32>>32 pounds.
#### 32
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In the honey shop, the bulk price of honey is $5 per pound and the minimum spend is $40 before tax. The honey is taxed at $1 per pound. If Penny paid $240 for honey, how much more money did she spend on the honey?
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At the honey shop, the bulk price of honey is $5 per pound and the minimum spend is $40 before tax. The honey is taxed at $1 per pound. If Penny paid $240 for honey, how much more money did she spend on the honey?
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If Penny paid $240 for honey at the honey shop, the tax rate is $1 per pound, and the bulk price is $5 per pound, with the minimum spend being $40 before tax, how much more money did she spend on the honey?
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In the honey shop, the bulk price of honey is $5 per pound and the minimum spend is $40 before tax. The honey is taxed at $1 per pound. If Penny paid $240 for honey, how much more money did she spend on the purchase of the product?
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Penny paid $240 for honey at the honey shop, but the bulk price is $5 per pound and the minimum spend is $40 before tax. The honey is taxed at $1 per pound. By how many pounds did the purchase price exceed the minimum spend?
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In the honey shop, the bulk price of honey is $5 per pound and the minimum spend is $40 before tax. The honey is taxed at $1 per pound. If Penny paid $240 for honey, how much more money did she spend on the purchase of the pound of honey?
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If Penny paid $240 for honey at the honey shop, the tax rate is $1 per pound, and the bulk price is $5 per pound, with the minimum spend being $40 before tax, how much more money did she spend on her purchase?
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In the honey shop, the bulk price of honey is $5 per pound and the minimum spend is $40 before tax. The honey is taxed at $1 per pound. If Penny paid $240 for honey, how much more money did she spend on her purchase?
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At the honey shop, the bulk price of honey is $5 per pound and the minimum spend is $40 before tax. The honey is taxed at $1 per pound. If Penny paid $240 for honey, how much more money did she spend on the purchase of the product?
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The honey shop has a bulk price of $5 per pound of honey and a minimum spend of $40 before tax, which is $1 per pound. Penny paid $240 for honey at the honey shop, but how much more money did she spend on the honey purchase than the minimum spend?
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In the honey shop, the bulk price of honey is $5 per pound and the minimum spend is $40 before tax. The honey is taxed at $1 per pound. If Penny paid $240 for honey, how much more money has she spent on the purchase of the product?
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At the honey shop, the bulk price of honey is $5 per pound and the minimum spend is $40 before tax. The honey is taxed at $1 per pound. If Penny paid $240 for honey, how much more money did she spend on her purchase?
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Lars owns a bakeshop. She can bake 10 loaves of bread within an hour and 30 baguettes every 2 hours. If she bakes 6 hours a day, how many breads does she makes?
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Lars can bake 10 x 6 = <<10*6=60>>60 loaves of bread every day.
She can also bake 30 x 3 = <<30*3=90>>90 baguettes every day.
Therefore the total bread she can bake is 60 + 90 = <<60+90=150>>150.
#### 150
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Lars has the ability to bake 10 loaves of bread in an hour and 30 baguettes every 2 hours. If she bakes for 6 hours a day, how many breads does she bake?
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Lars owns a bakeshop in which she can bake 10 loaves of bread in an hour and 30 baguettes every 2 hours. If she bakes for 6 hours a day, how many breads does she bake each day?
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Lars has the ability to bake 10 loaves of bread within an hour and 30 baguettes every 2 hours. If she bakes for 6 hours a day, how many breads does she bake?
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Lars owns a bakeshop in which she can bake 10 loaves of bread in an hour and 30 baguettes every 2 hours. If she bakes for 6 hours a day, how many breads does she bake?
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Lars owns a bakeshop in which she can bake 10 loaves of bread in an hour and 30 baguettes every 2 hours. If she bakes for 6 hours a day how many breads does she bake?
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Lars owns a bakeshop in which she can bake 10 loaves of bread in an hour and 30 baguettes every 2 hours. If she bakes for 6 hours a day, how many breads does she bake per day?
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Lars operates a bakeshop and can bake 10 loaves of bread in an hour. She also bakes 30 baguettes every 2 hours. If she bakes for 6 hours a day, how many breads does she bake per day?
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Lars owns a bakeshop in which she can bake 10 loaves of bread in an hour and 30 baguettes every 2 hours. If she bakes for 6 hours a day how many breads does she bake per day?
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Lars operates a bakeshop and can bake 10 loaves of bread in an hour. She also bakes 30 baguettes every 2 hours. If she bakes for 6 hours a day, how many breads does she bake each day?
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Lars bakes bread for 6 hours a day and can bake 10 loaves of bread in an hour. She also bakes 30 baguettes every 2 hours. How many breads does she bake if she owns a bakeshop?
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Lars' bakeshop has the ability to bake 10 loaves of bread within an hour and 30 baguettes every 2 hours. If she bakes for 6 hours a day, how many breads does she bake?
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Lars operates a bakeshop and can bake 10 loaves of bread in an hour. She also bakes 30 baguettes every 2 hours. If she bakes for 6 hours a day, how many breads does she bake?
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We harvested 405 kg of apples. 90 kg were used to make fruit juice and 60 kg were given to a restaurant. The rest was sold in 5 kg bags and their sale brought in $408. What was the selling price of one bag of apples?
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The weight of apples used for juice and given to the restaurant is 60 + 90 = <<60+90=150>>150 kg
Thus 405 – 150 = 255kg worth of apples were sold in 5 kg bags.
There were 255 / 5 = <<255/5=51>>51 bags sold.
So each bag was sold for 408 / 51 = $<<408/51=8>>8
#### 8
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Suppose we purchased 405 kg of apples, with 90 kg being used to make fruit juice and 60 kg being given to a restaurant. The remaining amount was sold in 5 kg bags and brought in $408. What was the selling price of one bag of apples?
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Suppose we purchased 405 kg of apples, with 90 kg being used to make fruit juice and 60 kg being given to a restaurant. The remaining amount was sold in 5 kg bags and brought in $408. How much did it cost to sell one bag of apples?
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Suppose we purchased 405 kg of apples, with 90 kg being used to make fruit juice and 60 kg being given to a restaurant. The remaining amount was sold in 5 kg bags and made a profit of $408. What was the selling price of one bag of apples?
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We obtained 405 kg of apples, with 90 kg being used to make fruit juice and 60 kg being given to a restaurant. The remaining amount was sold in 5 kg bags and brought in $408. What was the selling price of one bag of apples?
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We obtained 405 kg of apples, with 90 kg being used to make fruit juice and 60 kg being given to a restaurant. The remaining amount was sold in 5 kg bags and brought in $408. How much did it cost to sell one bag of apples?
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Suppose we purchased 405 kg of apples, with 90 kg being used to make fruit juice and 60 kg being given to a restaurant. The remaining items were sold in 5 kg bags and made a profit of $408. What was the selling price of one bag of apples?
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Suppose we purchased 405 kg of apples, with 90 kg being used to make fruit juice and 60 kg being given to a restaurant. The remaining product was sold in 5 kg bags and made a profit of $408. What was the selling price of one bag of apples?
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Suppose we purchased 405 kg of apples, with 90 kg being used to make fruit juice and 60 kg being given to a restaurant. The remaining items were sold in 5 kg bags and made a profit of $408. How much did it cost to sell one bag of apples?
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Suppose we purchased 405 kg of apples, with 90 kg being used to make fruit juice and 60 kg being given to a restaurant. The remaining amount was sold in 5 kg bags and made a profit of $408. How much did it cost to sell one bag of apples?
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Suppose we obtained 405 kg of apples, with 90 kg being used to make fruit juice and 60 kg being given to a restaurant. The remaining amount was sold in 5 kg bags and brought in $408. What was the selling price of one bag of apples?
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Suppose we bought 405 kg of apples, with 90 kg being used to make fruit juice and 60 kg being given to a restaurant. The remaining amount was sold in 5 kg bags and brought in $408. What was the selling price of one bag of apples?
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Given that 90 kg of apples were used to make fruit juice and 60 kg were given to a restaurant. The remaining amount was sold in 5 kg bags and brought in $48, how much did it cost to sell one bag of apples?
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In 5 years, Joey will be as old as Beth is now. If Joey is 9 now, how old was Joey when Beth was Joey's age now?
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Beth is 5+9=<<5+9=14>>14 now.
Beth was 9 years old 14-9=<<14-9=5>>5 years ago.
Joey was 9-5=<<9-5=4>>4.
#### 4
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In 5 years, Joey will be the same age as Beth. If Joey is 9 now, what was Joey's age when Beth was Joey's age now?
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In 5 years, Joey will be the same age as Beth. If Joey is 9 now, how old was Joey when Beth was Joey now?
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Joey will be the same age as Beth in 5 years. If Joey is 9 now, what was Joey's age when Beth was Joey's age now?
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In 5 years, Joey will be the same age as Beth. If Joey is currently 9 years old, how old was Joey when Beth was now the same age as him?
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In 5 years, Joey will be the same age as Beth. If Joey is currently 9 years old, what was Joey's age when Beth was Joey now?
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In 5 years, Joey will be the same age as Beth. If Joey is currently 9 years old, how old was Joey when Beth was Joey now?
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In 5 years, Joey will be as old as Beth in Beth's age. If Joey is 9 now, what was Joey's age when Beth was Joey's age now?
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In 5 years, Joey will be the same age as Beth. If Joey is currently 9 years old, how old was Joey when Beth was the same age as him?
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In 5 years, Joey will be the same age as Beth. If Joey is currently 9 years old, how old was Joey when Beth is now the same age as him?
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In 5 years, Joey will be the same age as Beth. If Joey is 9 now, what was the age of Joey when Beth was Joey's age now?
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In 5 years, Joey will be the same age as Beth. If Joey is 9 now, how old was Joey when Beth was now the same age as Joey?
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In 5 years, Joey will be as old as Beth. If Joey is 9 now, what was Joey's age when Beth was Joey's age now?
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Gerald had 20 toy cars. He donated 1/4 of his toy cars to an orphanage. How many toy cars does Gerald have left?
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Gerald gave away 20 x 1/4 = <<20*1/4=5>>5 of his toy cars.
Therefore, he is left with 20 - 5 = <<20-5=15>>15 toy cars.
#### 15
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Gerald had 20 toy cars. He gave 1/4 of them to an orphanage. How many toy cars does he still have?
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Gerald had 20 toy cars. He gave 1/4 of it to an orphanage. How many toy cars does he still have?
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Gerald had 20 toy cars. He gave 1/4 of them to an orphanage. What is the number of toy cars that he still has?
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Gerald had 20 toy cars. He gave 1/4 of them to an orphanage. How many toy cars does Gerald still have?
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Considering that Gerald had 20 toy cars and donated 1/4 of them to an orphanage, how many of them are still in Gerald's possession?
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Gerald donated a portion of his 20 toy cars to an orphanage. How many of these cars are still in Gerald's possession?
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Gerald had 20 toy cars. He gave 1/4 of it to an orphanage. What is the number of toy cars that he still has?
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Gerald had 20 toy cars. He gave 1/4 of them to an orphanage. What is the number of toy cars that Gerald still has?
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Gerald had 20 toy cars. He gave 1/4 of it to an orphanage. How many toy cars does Gerald still have?
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Gerald had 20 toy cars. He gave 1/4 of them to an orphanage. How many of these have he left behind?
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Gerald had 20 toy cars. He gave 1/4 of them to an orphanage. How many of these are there toy cars left in Gerald's possession?
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Gerald had 20 toy cars. He gave 1/4 of them to an orphanage. What is the total number of toy cars that he still has?
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There are 28 students in a class. Two-sevenths of them were absent last Monday. How many students were present last Monday?
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28 x 2/7 = <<28*2/7=8>>8 students were absent last Monday.
So, 28 - 8 = <<28-8=20>>20 students were present last Monday.
#### 20
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If there were 28 students in a class and two-sevenths of them were absent on Monday, how many students were there on Monday?
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If there were 28 students in a class and two-sevenths of them were absent last Monday, how many students were there last Monday?
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If there are 28 students in a class and two-sevenths of them absent last Monday, how many students were there last Monday?
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If there are 28 students in a class and two-sevenths of them were absent last Monday, how many students were there last Monday?
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If there are 28 students in a class and two-sevenths of them are absent, how many students were there last Monday?
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If there were 28 students in a class and two-sevenths of them were absent last Monday, how many students were there in total last Monday?
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Considering that there are 28 students in a class and two-sevenths of them absent last Monday, how many students were there last Monday?
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Given that 28 students are in a class and two-sevenths of them were absent last Monday, how many students were in a class last Monday?
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If there are 28 students in a class and two-sevenths of the students are absent, how many students were there last Monday?
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If there were 28 students in a class and two-sevenths of them absent last Monday, how many students were there last Monday?
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If there were 28 students in a class and two-sevenths of them were absent last Monday, how many students were in attendance on Monday?
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There were 28 students in a class, but two-sevenths of the students were absent last Monday. How many students were in the class last Monday?
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A park has 50 benches with a capacity of 4 people each. On a Sunday afternoon, 80 people were sitting on the benches. What's the number of available spaces on the benches that other people can sit on before the carrying capacity of the benches is full?
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In the park, 50 benches with a capacity of four people each have a total capacity of 50*4 = <<50*4=200>>200 sitting spaces.
If 80 people are already using spaces, the number of empty spaces is 200-80 =120
#### 120
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If a Sunday afternoon saw 80 people sitting on a bench with a carrying capacity of 4 people each in a park with 50 benches, how many spaces are there in the benches for other people to sit on before the benches' carrying capacity is completely exhausted?
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If a Sunday afternoon saw 80 people sitting on a bench with a carrying capacity of 4 people each in a park with 50 benches, how many spaces are there in the benches for other people to sit on before the carrying capacity is exhausted?
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If a Sunday afternoon saw 80 people sitting on a bench with a carrying capacity of 4 people each in a park with 50 benches, how many spaces are there in the benches for other people to sit on before the carrying capacity is completely exhausted?
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If a Sunday afternoon saw 80 people sitting on a bench with a carrying capacity of 4 people each in a park with 50 benches, how many spaces are there in the benches for other people to sit on before the carrying capacity is depleted?
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If a total of 80 people sat on a bench in a park with 50 benches with a seating capacity of 4 people each on a Sunday afternoon, how many spaces are allotted for other people to sit on the benches before the carrying capacity is exhausted?
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If a Sunday afternoon saw 80 people sitting on a bench with a carrying capacity of 4 people each on a park with 50 benches, how many spaces are there in the benches for other people to sit on before the benches' carrying capacity is completely exhausted?
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If a Sunday afternoon saw 80 people sitting on the 50 benches in a park with a seating capacity of 4 people each in a park, how many spaces are there in the benches for other people to sit on before the carrying capacity is depleted?
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If a Sunday afternoon saw 80 people sitting on a bench with a carrying capacity of 4 people each in a park with 50 benches, how many spaces are there in the benches for other people to sit on before the benches' carrying capacity is exhausted?
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If a Sunday afternoon saw 80 people sitting on a bench with a carrying capacity of 4 people each on a park with 50 benches, how many spaces are there in the benches for other people to sit on before the carrying capacity is exhausted?
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If a Sunday afternoon saw 80 people sitting on the 50 benches in a park with a seating capacity of 4 people each in a park, how many spaces are there in the benches for other people to sit on before the carrying capacity is exhausted?
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If a Sunday afternoon saw 80 people sitting on a bench with a carrying capacity of 4 people each on a park with 50 benches, how many spaces are there in the benches for other people to sit on before the carrying capacity is completely exhausted?
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If a total of 80 people sat on a bench in a park with 50 benches with a seating capacity of 4 people each on a Sunday afternoon, how many spaces are allotted for other people to sit on the benches before the carrying capacity of the benches is exhausted?
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Patricia and Geoffrey went fishing to feed their group of campers. They caught an eight-pound trout, six two-pound bass, and two twelve-pound salmon. If each person will eat two pounds of fish, how many campers can they feed?
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The bass weigh 6 * 2 = <<6*2=12>>12 pounds in all.
The salmon weigh 2 * 12 = <<2*12=24>>24 pounds in all.
The trout, bass, and salmon together weigh 8 + 12 + 24 = <<8+12+24=44>>44 pounds.
Each camper will eat 2 pounds of fish, so Patricia and Jeffrey can feed 44 / 2 = <<44/2=22>>22 campers.
#### 22
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Patricia and Geoffrey caught an eight-pound trout, six two-pound bass, and two twelve-pound salmon when they went fishing with their group of campers. If each person will eat two pounds of fish, how many campers can they feed?
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Patricia and Geoffrey caught an eight-pound trout, six two-pound bass, and two twelve-pound salmon when they went fishing with their group of campers. If each person will consume two pounds of fish, how many campers can be fed?
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Patricia and Geoffrey caught an eight-pound trout, six two-pound bass, and two twelve-pound salmon when they went fishing with their group of campers. If each person will eat two pounds of fish, how many campers can be fed?
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Patricia and Geoffrey caught an eight-pound trout, six two-pound bass, and two twelve-pound salmon when they went fishing with their group of campers. If each person will consume two pounds of fish, how many campers can they feed?
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Patricia and Geoffrey caught an eight-pound trout, six two-pound bass, and two twelve-pound salmon when feeding their group of campers. If each person will consume two pounds of fish, how many campers can be fed?
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Patricia and Geoffrey, who went fishing with their group of campers, managed to catch an eight-pound trout, six two-pound bass, and two twelve-pound salmon. If each person will consume two pounds of fish, how many campers can they feed?
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Patricia and Geoffrey went fishing with their group of campers to feed them. They caught an eight-pound trout, six two-pound bass, and two twelve-pound salmon. If each person will consume two pounds of fish, how many campers can they feed?
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Patricia and Geoffrey, who went fishing with their group of campers, managed to catch an eight-pound trout, six two-pound bass, and two twelve-pound salmon. If each person will consume two pounds of fish, how many campers can be fed?
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Patricia and Geoffrey caught an eight-pound trout, six two-pound bass, and two twelve-pound salmon when they went fishing with their campers. If each person will eat two pounds of fish, how many campers can they feed?
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Patricia and Geoffrey caught an eight-pound trout, six two-pound bass, and two twelve-pound salmon when feeding their group of campers. If each person will eat two pounds of fish, how many campers can they feed?
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Patricia and Geoffrey caught an eight-pound trout, six two-pound bass, and two twelve-pound salmon while feeding their group of campers. If each person will consume two pounds of fish, how many campers can be fed?
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Patricia and Geoffrey went fishing with their group of campers to feed them. They caught an eight-pound trout, six two-pound bass, and two twelve-pound salmon. If each person will eat two pounds of fish, how many campers can they feed?
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It takes 10 minutes to wash a car, 15 minutes to change oil, and 30 minutes to change a set of tires. If mike washes 9 cars, changes the oil on 6 cars, and changes two sets of tires how many hours did he work?
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He spent 10 minutes *9 cars = <<10*9=90>>90 minutes washing cars
He spent another 15 minutes * 6 cars = <<15*6=90>>90 minutes changing oil.
He spent 2 cars * 30 minutes = <<2*30=60>>60 minutes changing tires.
He spent 90 minutes + 90 minutes + 60 minutes = <<90+90+60=240>>240 minutes working
He spent 240 minutes / 60 minutes = <<240/60=4>>4 hours working
#### 4
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Considering that Mike washes 9 cars, changes the oil on 6 cars, and changes two sets of tires, how many hours did Mike spend in total, taking into account that it takes only 10 minutes to wash a car, 15 minutes to change oil, and 30 minutes to change a set of tires?
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If Mike washes 9 cars, changes the oil on 6 cars, and changes two sets of tires, how many hours did he spend in total, taking into account that it takes only 10 minutes to wash a car, 15 minutes to change oil, and 30 minutes to change a set of tires?
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If Mike washes 9 cars, changes the oil on 6 cars, and changes two sets of tires, how many hours did he spend in total, considering that it takes only 10 minutes to wash a car, 15 minutes to change oil, and 30 minutes to change a set of tires?
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If Mike washes 9 cars, changes the oil on 6 cars, and replaces two sets of tires in 30 minutes, how many hours did he spend cleaning the car, taking into account that it takes only 10 minutes to wash a car, 15 minutes to change oil, and 30 minutes to change a set of tires?
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If Mike washes 9 cars, changes the oil on 6 cars, and changes two sets of tires, how many hours did he spend in total, taking only 10 minutes to wash a car, 15 minutes to change oil, and 30 minutes to change a set of tires?
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If Mike washes 9 cars, changes the oil on 6 cars, and changes two sets of tires, assuming it takes 10 minutes to wash a car, 15 minutes to change oil, and 30 minutes to change a set of tires, how many hours did he spend working?
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If Mike washes 9 cars, changes the oil on 6 cars, and changes two sets of tires, assuming it takes 10 minutes to wash a car, 15 minutes to change oil, and 30 minutes to change a set of tires, how many hours did he work?
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If Mike washes 9 cars, changes the oil on 6 cars, and changes two sets of tires, assuming it takes 10 minutes to wash a car, 15 minutes to change oil, and 30 minutes to change a set of tires, how many hours did he spend working out?
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If Mike washes 9 cars, changes the oil on 6 cars, and changes two sets of tires, how many hours did he spend cleaning the car, taking only 10 minutes to wash it, 15 minutes to change oil, and 30 minutes to change a set of tires?
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If Mike washes 9 cars, changes the oil on 6 cars, and changes two sets of tires, how many hours did he spend cleaning the car, taking only 10 minutes to wash it, 15 minutes to change the oil, and 30 minutes to change a set of tires?
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If Mike washes 9 cars, changes the oil on 6 cars, and changes two sets of tires in 30 minutes, how many hours did he spend cleaning the car, compared to the estimated 10 minutes for washing, 15 minutes for changing oil, and 30 minutes for changing a set of tires?
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If Mike washes 9 cars, changes the oil on 6 cars, and changes two sets of tires, how many hours did he spend in total, taking only 10 minutes to wash, 15 minutes to change oil, and 30 minutes to change a set of tires?
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Woody wants to buy a games console that costs $282. Woody already has $42 and receives an allowance of $24 every week. How many weeks will it take him to save the money he needs for the game console?
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Woody needs to save another $282 - $42 = $<<282-42=240>>240 to be able to afford a games console
It will take Woody $240 / $24/week = <<240/24=10>>10 weeks to save up enough money
#### 10
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Woody, who has $42 and receives an allowance of $24 per week, wants to purchase a $282 gaming console. How many weeks will it take him to save the money he needs?
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If Woody has $42 and receives an allowance of $24 per week, how many weeks will it take for him to save up for the $282 game console that he wants to buy?
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Given that Woody has $42 and receives an allowance of $24 per week, how many weeks will he need to save for a games console that costs $282?
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Given that Woody has $42 and receives an allowance of $24 per week, how many weeks will he need to save for a games console worth $282 that he wants to buy?
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If Woody has $42 and receives an allowance of $24 per week, how many weeks will it take for him to save up for a games console worth $282 that he wants to buy?
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Woody, who has $42 and receives an allowance of $24 per week, wants to purchase a $282 gaming console. How many weeks will it take for him to save the money he needs?
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Considering that Woody has $42 and receives an allowance of $24 per week, how many weeks will it take for him to save up for the $282 game console that he wants to buy?
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If Woody has $42 and receives an allowance of $24 per week, how many weeks will it take for him to save up for the $282 game console that he wants to purchase?
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Woody, who has $42 and receives an allowance of $24 per week, wants to buy a $282 gaming console. How many weeks will it take for him to save the money he needs?
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Woody, who has $42 and receives an allowance of $24 per week, wants to purchase a games console worth $282. How many weeks will it take him to save the money he needs?
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Considering that Woody has $42 and receives an allowance of $24 per week, how many weeks will it take for him to save up for the $282 worth of games consoles?
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Considering that Woody has $42 and receives an allowance of $24 per week, how many weeks will it take for him to save up for the $282 game console that he wants to purchase?
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Travis has 10000 apples, and he is planning to sell these apples in boxes. Fifty apples can fit in each box. If he sells each box of apples for $35, how much will he be able to take home?
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The total of boxes of apples is 10000 / 50 = <<10000/50=200>>200.
Therefore the total amount he can take home is 200 x $35 = $<<200*35=7000>>7000.
#### 7000
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Travis has 10000 apples in his possession, and he intends to sell them in boxes with a maximum of 50 apples. If he sells each box for $35, what is the amount of apples he can take home?
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Travis has 10000 apples in his possession, and he intends to sell them in boxes for $35. If he sells each box for $35, how much money can he earn from each box?
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Travis has 10000 apples in his possession, and he intends to sell them in boxes for $35. If he sells each box for $35, what is the amount of apples he can take home?
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Travis has 10000 apples in his possession, and he intends to sell them in boxes for $35. If he sells each box for $35, how much money can he earn from each box of 10000 apples?
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Travis has 10000 apples in his possession, and he plans to sell them in boxes for $35. If he sells each box for $35, how much money can he earn from each box?
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Travis has 10000 apples in his possession, and he plans to sell them in boxes for $35. Given that each box holds 50 apples, how much money can he earn from each box if he sells them for $35?
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Travis has 10000 apples in his possession, and he intends to sell them in boxes with fifty apples. If he sells each box for $35, what is the amount of apples he can take home?
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Travis has 10000 apples in his possession, and he intends to sell them in boxes for $35. If he sells each box for $35, how much money can he bring back home after selling the 50 apples in each box?
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Travis has 10000 apples in his possession, and he plans to sell them in boxes for $35. If he sells each box for $35, what is the amount of apples he can take home?
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Travis has 10000 apples in his possession, and he intends to sell them in boxes for $35. If he sells each box for $35, how much money can he earn from each box for 10000 apples?
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Travis has 10000 apples in his possession, and he intends to sell them in boxes for $35. If he sells each box for $35, how much money can he bring back from the sale?
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Travis has 10000 apples in his possession, and he plans to sell them in boxes for $35. If he sells each box for $35, how much money can he earn from the apples?
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Bogan laid out 10 maggots for her pet beetle. The beetle only ate 1 and Bogan had to throw out the rest. Later that day, she tried feeding again and the beetle ate 3. If Bogan served 20 maggots in total, how many did she attempt to feed the beetle the second time?
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Bogan served a total of <<20=20>>20 maggots
Bogan gave the beetles 10 maggots in the first feeding
Bogan gave the beetles 20-10=<<20-10=10>>10 maggots in the second feeding
#### 10
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Bogan laid out 10 maggots for her pet beetle. The beetle only ate 1 and the rest had to be discarded. Later that day, she fed the beetle again and the beetle ate 3. If Bogan attempted to feed the beetle again with 20 maggots, how many maggots did she serve the second time?
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Bogan laid out 10 maggots for her pet beetle. The beetle only ate 1 and the rest had to be discarded. Later that day, she fed the beetle again and the beetle ate 3. If Bogan had served 20 maggots in total, how many maggots did she feed the second time?
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Bogan laid out 10 maggots for her pet beetle. The beetle only ate 1 and the rest had to be discarded. Later that day, she fed the beetle again and the beetle ate 3. If Bogan tried feeding the beetle again with 20 maggots, how many maggots did she serve the second time?
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Bogan laid out 10 maggots for her pet beetle. The beetle only ate 1 and the rest had to be discarded. Later that day, she fed the beetle again and the beetle ate 3. If Bogan tried feeding the beetle again after serving 20 maggots, how many maggots did she attempt to feed the second time?
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Bogan laid out 10 maggots for her pet beetle. The beetle only ate 1 and the rest had to be discarded. Later that day, she fed the beetle again and the beetle ate 3. If Bogan tried feeding the beetle again with 20 maggots, how many maggots did she attempt to feed the second time?
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Bogan laid out 10 maggots for her pet beetle. The beetle only ate 1 and the rest had to be discarded. Later that day, she fed the beetle again and the beetle ate 3. If Bogan attempted to feed the beetle again with 20 maggots, how many maggots did she feed the second time?
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Bogan laid out 10 maggots for her pet beetle. The beetle only ate 1 and the rest had to be discarded. Later that day, she fed the beetle again and the beetle ate 3. If Bogan tried feeding the beetle again with 20 maggots, how many maggots did she feed the second time?
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Bogan laid out 10 maggots for her pet beetle. The beetle only ate 1 and the rest had to be discarded. Later that day, she fed the beetle again and the beetle ate 3. If Bogan tried feeding the beetle again after serving 20 maggots, how many maggots did she feed the second time?
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Bogan laid out 10 maggots for her pet beetle. The beetle only ate 1 and the rest had to be discarded. Later that day, she fed the beetle again and the beetle ate 3 maggots. If Bogan had served 20 maggots in total, how many maggots did she feed the second time?
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Bogan laid out 10 maggots for her pet beetle. The beetle only ate 1 and the rest had to be discarded. Later that day, she fed the beetle again and the beetle ate 3. If Bogan attempted to feed the beetle again after serving 20 maggots, how many maggots did she feed the second time?
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Bogan laid out 10 maggots for her pet beetle. The beetle only ate 1 and the rest had to be discarded. Later that day, she fed the beetle again and the beetle ate 3. If Bogan tried feeding the beetle again after serving 20 maggots, how many maggots did she serve the second time?
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Bogan laid out 10 maggots for her pet beetle. The beetle only ate 1 and the rest had to be discarded. Later that day, she fed the beetle again and the beetle ate 3. If Bogan attempted to feed the beetle again after serving 20 maggots, how many maggots did she serve the second time?
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The largest room in Mrs. McAvoy's house is 45 feet wide and 30 feet long. The smallest room in that same house is 15 feet wide and 8 feet long. What is the difference in area between the largest room and the smallest room?
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The area of the largest room is 45 ft x 30 ft = <<45*30=1350>>1350 sq ft
The area of the smallest room is 15 ft x 8 ft = <<15*8=120>>120 sq ft
The difference between the two is 1350 sq ft - 120 sq ft = <<1350-120=1230>>1230 sq ft
#### 1230
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Mrs. McAvoy's house has a room that is 45 feet wide and 30 feet long, while the smallest room is 15 feet wide and 8 feet long. What is the difference in size between the largest room and the smallest room?
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Mrs. McAvoy's house has a room that measures 45 feet wide and 30 feet long, while the smallest room in the house is 15 feet wide and 8 feet long. What is the difference in size between the largest room and the smallest room?
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Mrs. McAvoy's house has a room that measures 45 feet wide and 30 feet long, while the smallest room is 15 feet wide and 8 feet long. What is the difference in size between the largest room and the smallest room?
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Mrs. McAvoy's house has a room that measures 45 feet wide and 30 feet long, while the smallest room is 15 feet wide and 8 feet long. What is the difference in size between the largest and smallest room?
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Mrs. McAvoy's house has a room that is 45 feet wide and 30 feet long, while the smallest room is 15 feet wide and 8 feet long. What is the difference in size between the largest and smallest room?
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Mrs. McAvoy's house has a room that measures 45 feet wide and 30 feet long, while the smallest room in the house is 15 feet wide and 8 feet long. What is the difference in size between the largest and smallest room?
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Mrs. McAvoy's home has a room that is 45 feet wide and 30 feet long, while the smallest room is 15 feet wide and 8 feet long. What is the difference in size between the largest room and the smallest room?
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Mrs. McAvoy's house has a room that measures 45 feet wide and 30 feet long, while the smallest room is 15 feet wide and 8 feet long. What is the difference in size between the largest and smallest room, respectively?
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If Mrs. McAvoy's house has a room that is 45 feet wide and 30 feet long, while the smallest room is 15 feet wide and 8 feet long, what is the difference in size between the largest room and the smallest room?
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Mrs. McAvoy's house has a room that is 45 feet wide and 30 feet long, while the smallest room in the house is 15 feet wide and 8 feet long. What is the difference in size between the largest room and the smallest room?
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Mrs. McAvoy's house has a room that measures 45 feet wide and 30 feet long, while the smallest room is 15 feet wide and 8 feet long. What is the difference in size between the largest room and the smallest room, which measures 45 feet wide and 30 feet long?
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Mrs. McAvoy's house has a room that measures 45 feet wide and 30 feet long, while the smallest room in the house is 15 feet wide and 8 feet long. What is the area occupied by the largest room and the smallest room?
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Michael and Thomas are selling their lego collections. They agree to split any money they earn. They sell them based on how many circles are on top. Each circle costs 1 cent. They earned $5 each after selling 100 single pieces, 45 double pieces, 50 triple pieces and a number of quadruple pieces. How many quadruple pieces did they sell?
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They made $10 because 2 x 5 = <<2*5=10>>10
They made $1 off single pieces because 100 x .01 = <<100*.01=1>>1
They made $.9 off double pieces because 45 x .02 = <<45*.02=.9>>.9
They made $1.5 off triple pieces because 50 x .03 = <<50*.03=1.5>>1.5
They earned $3.4 off the first three types because 1 + .9 + 1.5 = <<1+.9+1.5=3.4>>3.4
They earned $6.6 off the quadruple pieces because 10 - 3.4 = <<10-3.4=6.6>>6.6
They sold 165 quadruple pieces because 6.6 / .04 = <<6.6/.04=165>>165
#### 165
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Michael and Thomas sold 100 single pieces, 45 double pieces, 50 triple pieces, and a number of quadruple pieces, earning a total of $5, after agreeing to share any profits from their lego collections. They sold 100 single pieces, 45 double pieces, 50 triple pieces, and a number of quadruple pieces. How many quadruple pieces did they sell?
|
Michael and Thomas sold 100 single pieces, 45 double pieces, 50 triple pieces, and a number of quadruple pieces, earning a total of $5, after agreeing to share any profits from their lego collections. They sold 100 single pieces, 45 double pieces, 50 triple pieces, and a number of quadruple pieces. How many quadruple pieces did they manage to sell?
|
Michael and Thomas sold 100 single pieces, 45 double pieces, 50 triple pieces, and a number of quadruple pieces. They agreed to split any money they made by selling their lego collections. They sold them based on the number of circles on top, costing 1 cent each. They earned $5 each after selling 100 single pieces, 45 double pieces, 50 triple pieces, and a number of quadruple pieces. How many quadruple pieces did they sell?
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Michael and Thomas sold 100 single pieces, 45 double pieces, 50 triple pieces, and a number of quadruple pieces out of their lego collections. They agreed to sell any money they earned based on how many circles are on top. Each circle costs 1 cent. Michael and Thomas earned $5 each after selling 100 single pieces, 45 double pieces, 50 triple pieces and a number of quadruple pieces. How many quadruple pieces did they sell?
|
Michael and Thomas sold 100 single pieces, 45 double pieces, 50 triple pieces, and a number of quadruple pieces, earning a total of $5, after agreeing to share any profits from their lego collections. They sold 100 single pieces, 45 double pieces, 50 triple pieces, and a number of quadruple pieces based on the number of circles on top. How many quadruple pieces did they sell?
|
Michael and Thomas sold 100 single pieces, 45 double pieces, 50 triple pieces, and a number of quadruple pieces out of their lego collections. They agreed to split any money they made based on the number of circles on top of each circle, which costs 1 cent. Michael and Thomas earned $5 each after selling 100 single pieces, 45 double pieces, 50 triple pieces, and a number of quadruple pieces. How many quadruple pieces did they sell?
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Michael and Thomas sold 100 single pieces, 45 double pieces, 50 triple pieces, and a number of quadruple pieces, earning a total of $5, after agreeing to share any profits from their lego collections. They sold 100 single pieces, 45 double pieces, 50 triple pieces, and a number of quadruples pieces. How many quadruple pieces did they sell?
|
Michael and Thomas sold 100 single pieces, 45 double pieces, 50 triple pieces, and a number of quadruple pieces, earning a total of $5, after agreeing to share any profits from their lego collections. They sold 100 single pieces, 45 double pieces, 50 triple pieces, and a few quadruple pieces. How many quadruple pieces did they sell?
|
Michael and Thomas sold 100 single pieces, 45 double pieces, 50 triple pieces, and a number of quadruple pieces out of their lego collections. They agreed to split any money they made based on the number of circles on top of each circle, which costs 1 cent. Michael and Thomas earned $5 each after selling 100 single pieces, 45 double pieces, 50 triple pieces, and a number of quadruple pieces. What is the total number of quadruple pieces that they sold?
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Michael and Thomas earned $5 each after selling 100 single pieces, 45 double pieces, 50 triple pieces, and a number of quadruple pieces. How many quadruple pieces did they sell and how many did they sell?
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Michael and Thomas earned $5 each after selling 100 single pieces, 45 double pieces, 50 triple pieces, and a number of quadruple pieces. How many quadruple pieces did they sell and how many did they split the money?
|
Michael and Thomas sold 100 single pieces, 45 double pieces, 50 triple pieces, and a number of quadruple pieces out of their lego collections. They agreed to sell any money they earned based on how many circles are on top. Each circle costs 1 cent. Michael and Thomas earned $5 each after selling 100 single pieces, 45 double pieces, 50 triple pieces and a number of quadruple pieces. What is the total number of quadruple pieces that they sold?
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Logan makes $65,000 a year. He spends $20,000 on rent every year, $5000 on groceries every year, and $8000 on gas every year. If he wants to have at least $42000 left, how much more money must he make each year?
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Logan spends 20000+5000+8000 = <<20000+5000+8000=33000>>33000 a year.
Logan has 65000-33000 = <<65000-33000=32000>>32000 left a year.
Logan needs to make 42000-32000 = <<42000-32000=10000>>10000 more a year.
#### 10,000
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Logan's yearly income of $65,000 includes $20,000 spent on rent, $20,000 spent on groceries, and $8000 spent on gas. If he wants to have at least $42000 saved, how much more money should he earn each year?
|
Logan earns $65,000 per year. He spends $20,000 on rent, $20,000 on groceries, and $8000 on gas each year. If he wants to have at least $42000 left in his pocket, how much more money would he need to make each year?
|
Logan earns $65,000 per year. He spends $20,000 on rent, $20,000 on groceries, and $8000 on gas each year. If he wants to have at least $42000 left in his paycheck, how much more money would he need to make each year?
|
Logan's yearly income of $65,000 includes $20,000 spent on rent, $20,000 spent on groceries, and $8000 spent on gas. If he wants to have at least $42000 saved, what should his yearly gross income be?
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Logan's yearly income of $65,000 includes $20,000 spent on rent, $20,000 spent on groceries, and $8000 spent on gas. If he wants to have at least $42000 saved, what would his yearly earnings be?
|
Logan's yearly income of $65,000 includes $20,000 spent on rent, $20,000 spent on groceries, and $8000 spent on gas. If he wants to have at least $42000 saved, what would his yearly gross income be?
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Logan's yearly income of $65,000 includes $20,000 spent on rent, $20,000 spent on groceries, and $8000 spent on gas. If he wants to have at least $42000 left, how much more money should he earn each year?
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Logan earns $65,000 per year. He spends $20,000 on rent, $20,000 on groceries, and $8000 on gas each year. If he wants to have at least $42000 left in his paycheck, how much more money should he make each year?
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Logan's yearly income of $65,000 includes $20,000 spent on rent, $20,000 spent on groceries, and $8000 spent on gas. If he wants to have at least $42000 saved, what would his yearly surplus be?
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Logan's yearly income of $65,000 includes $20,000 spent on rent, $20,000 spent on groceries, and $8000 spent on gas. If he wants to save $42000, how much more money should he earn each year?
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Logan's yearly income of $65,000 includes $20,000 spent on rent, $20,000 spent on groceries, and $8000 spent on gas. If he wants to have at least $42000 saved, how much more money would he need to earn each year?
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Logan's yearly income is $65,000, but he spends $20,000 on rent, $20,000 on groceries, and $8000 on gas. If he wants to keep his gas bill at least $42000, how much more money can he earn in a year?
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Of 96 oranges, half were ripe. If 1/4 of the ripe oranges were eaten and 1/8 of the unripe oranges were eaten, how many were left eaten in total?
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There were 96/2 = <<96/2=48>>48 ripe oranges.
48/4 = <<48/4=12>>12 ripe oranges were eaten.
48/8 = <<48/8=6>>6 unripe oranges were eaten.
There were 12+6 = <<12+6=18>>18 oranges eaten in total.
There were 96-18 = <<96-18=78>>78 oranges left uneaten.
#### 78
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Half of the 96 oranges were ripe. If 1/4 of the ripe oranges were eaten and 1/8 of the unripe oranges were eaten, how many were left to be eaten?
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Half of the 96 oranges were ripe. If 1/4 of the ripe oranges were eaten and 1/4 of the unripe oranges were eaten, how many were left to be eaten?
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Half of the 96 oranges were ripe. If 1/4 of the ripe oranges were eaten and 1/3 of the unripe oranges were eaten, how many were left to be eaten?
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Half of the 96 oranges in the bowl were ripe. If 1/4 of the ripe oranges were eaten and 1/8 of the unripe oranges were eaten, how many oranges were left with no juice?
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Half of the 96 oranges in the bowl were ripe. If 1/4 of the ripe oranges were eaten and 1/8 of the unripe oranges were eaten, how many were left to be eaten?
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Half of the 96 oranges in the store were ripe. If 1/4 of the ripe oranges were eaten and 1/8 of the unripe oranges were eaten, how many oranges were left with no meat?
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Half of the 96 oranges in the store were ripe. If 1/4 of the ripe oranges were eaten and 1/8 of the unripe oranges were eaten, how many oranges were left in the fridge?
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Half of the 96 oranges in the store were ripe. If we ate 1/4 of the ripe oranges and 1/8 of the unripe oranges, how many of the remaining ones were eaten?
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Half of the 96 oranges in the store were ripe. If 1/4 of the ripe oranges were eaten and 1/8 of the unripe oranges were eaten, how many oranges were left with no juice?
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Half of the 96 oranges in the store were ripe. If 1/4 of the ripe oranges were eaten and 1/8 of the unripe oranges were eaten, how many oranges were left behind?
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Half of the 96 oranges in the bowl were ripe. If 1/4 of the ripe oranges were eaten and 1/8 of the unripe oranges were eaten, how many oranges were left with no meat?
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Half of the 96 oranges in the store were already ripe. If 1/4 of the ripe oranges were eaten and 1/8 of the unripe oranges were eaten, how many oranges were left behind?
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Baking in batches of 65 cupcakes, Carla made 45 batches of cupcakes for her daughter's birthday party. She then took 5 cupcakes from each batch, and fed them to her dogs. If Carla's daughter had 19 friends and they shared the remaining cupcakes equally among them, including the daughter, calculate the number of cupcakes that each of Carla's daughter's friends ate.
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If Carla sampled 5 cupcakes from each batch and fed them to her dogs, each batch had 65-5 = 60 cupcakes afterwards.
Since Carla made 45 batches of cupcakes for her daughter's birthday party, after removing the 5 cupcakes from each batch, Carla's daughter and her friends received 45*60 = <<45*60=2700>>2700 cupcakes.
The total number of people at the party is 19 friends + 1 daughter = <<19+1=20>>20
After sharing the cupcakes equally among them, Carla's daughter and her friends each received 2700/20 = <<2700/20=135>>135 cupcakes
#### 135
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Carla prepared 45 cupcakes for her daughter's birthday party by baking in batches of 65 cupcakes. She then took 5 cupcakes from each batch, and fed them to her dogs. If Carla's daughter had 19 friends and they shared the remaining cupcakes equally among them, including the daughter, how many cupcakes did each of them consume?
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Carla prepared 45 cupcakes for her daughter's birthday party by baking in batches of 65 cupcakes. She then took 5 cupcakes from each batch, and fed them to her dogs. If Carla's daughter had 19 friends and they shared the remaining cupcakes equally among them, including the daughter, what is the number of cupcakes that each of her friends ate?
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Carla prepared 45 cupcakes for her daughter's birthday party by baking in batches of 65 cupcakes. She then took 5 cupcakes from each batch, and fed them to her dogs. If Carla's daughter had 19 friends and they shared the remaining cupcakes equally among them, including the daughter, how many cupcakes did each of them eat?
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Carla prepared 45 cupcakes for her daughter's birthday party by baking in batches of 65 cupcakes. She then took 5 cupcakes from each batch, and fed them to her dogs. If Carla's daughter had 19 friends and they split the remaining cupcakes equally among them, including the daughter, what is the number of cupcakes that each of her friends ate?
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Carla prepared 45 cupcakes for her daughter's birthday party by baking in batches of 65 cupcakes. She then took 5 cupcakes from each batch, and fed them to her dogs. If Carla's daughter had 19 friends and they split the remaining cupcakes equally among them, including the daughter, how many cupcakes did each of them consume?
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Carla prepared 45 cupcakes for her daughter's birthday party by baking in batches of 65 cupcakes. She then took 5 cupcakes from each batch, and fed them to her dogs. If Carla's daughter had 19 friends and they shared the remaining cupcakes equally among them, including the daughter, how many cupcakes each of them ate?
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Carla prepared 45 cupcakes for her daughter's birthday party by baking in batches of 65 cupcakes. She then took 5 cupcakes from each batch, and fed them to her dogs. If Carla's daughter had 19 friends and they divided the remaining cupcakes equally among them, including the daughter, what is the number of cupcakes that each of her friends ate?
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Carla prepared 45 cupcakes for her daughter's birthday party by baking in batches of 65 cupcakes. She then took 5 cupcakes from each batch, and fed them to her dogs. If Carla's daughter had 19 friends and they shared the rest of the cupcakes equally among them, including the daughter, how many cupcakes did each of them consume?
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Carla prepared 45 cupcakes for her daughter's birthday party by baking in batches of 65 cupcakes. She then took 5 cupcakes from each batch, and fed them to her dogs. If Carla's daughter had 19 friends and they shared the remaining cupcakes equally among them, including the daughter, what is the total number of cupcakes that each of her friends ate?
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Carla prepared 45 cupcakes for her daughter's birthday party by baking in batches of 65 cupcakes. She then took 5 cupcakes from each batch, and fed them to her dogs. If Carla's daughter had 19 friends and they shared the remaining cupcakes equally among them, including the daughter, calculate the number of cupcakes that each of her friends ate.
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Carla prepared 45 cupcakes for her daughter's birthday party by baking in batches of 65 cupcakes. She then took 5 cupcakes from each batch, and fed them to her dogs. If Carla's daughter had 19 friends and they split the remaining cupcakes equally among them, including the daughter, what is the number of cupcakes that each of her friends consumed?
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Carla prepared 45 cupcakes for her daughter's birthday party by baking in batches of 65 cupcakes. She then took 5 cupcakes from each batch, and fed them to her dogs. If Carla's daughter had 19 friends and they split the remaining cupcakes equally among them, including the daughter, what is the total number of cupcakes that each of her friends ate?
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Randy drew 5 pictures. Peter drew 3 more pictures than Randy. Quincy drew 20 more pictures than Peter. How many pictures did they draw altogether?
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Peter drew 5+3 = <<5+3=8>>8 pictures.
Quincy drew 20+8 = <<20+8=28>>28 pictures.
Altogether they drew 5+8+28 = <<5+8+28=41>>41 pictures
#### 41
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Randy drew 5 pictures. Peter drew 3 more pictures than Randy. Quincy drew 20 more pictures than him. What is the total number of pictures they drew?
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Randy drew 5 pictures. Peter drew 3 more pictures than Randy. Quincy drew 20 more pictures than him. What is the total number of pictures they drew in total?
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Randy drew 5 pictures. Peter drew 3 more pictures than Randy. Quincy drew 20 more pictures than him. What is the total number of pictures that they drew?
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What is the total number of pictures that Randy, Quincy, and Peter drew? Randy drew 5 pictures, Peter drew 3 more than Randy, and Quincy drew 20 more than Randy.
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Randy drew 5 pictures. Peter drew 3 more pictures than Randy. Quincy drew 20 more pictures than him. What is the total number of pictures that they drew in total?
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Randy drew 5 pictures. Peter drew 3 more pictures than Randy. Quincy drew 20 more pictures than him. How many pictures did they draw together?
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Randy drew 5 pictures. Peter drew 3 more pictures than Randy. Quincy drew 20 more pictures than him. What is the total number of pictures they combined?
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Randy drew 5 pictures. Peter drew 3 more pictures than Randy. Quincy drew 20 more pictures than him. What is the total number of pictures that they drew together?
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Randy drew 5 pictures. Peter drew 3 more pictures than Randy. Quincy drew 20 more pictures than him. How many pictures did they all draw?
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Randy drew 5 pictures. Peter drew 3 more pictures than Randy. Quincy drew 20 more pictures than him. What is the total count of pictures they drew?
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Randy drew 5 pictures. Peter drew 3 more pictures than Peter. Quincy drew 20 more pictures than Randy. What is the total number of pictures they drew?
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What is the total number of pictures they combined? Randy drew 5 pictures, Peter drew 3 more than Randy, and Quincy drew 20 more than Randy.
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Sally teaches elementary school and is given $320 to spend on books for her students. A reading book costs $12 and there are 30 students in her class. Unfortunately, if the money she is given by the school to pay for books is not sufficient, she will need to pay the rest out of pocket. How much money does Sally need to pay out of pocket, to buy every student a reading book?
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To purchase a book for each student, Sally needs: 30 x $12 = $<<30*12=360>>360.
She thus needs to pay $360 - $320 = $<<360-320=40>>40 out of pocket.
#### 40
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Sally, an elementary school teacher, receives $320 for books in her class. A reading book costs $12 for a class of 30 students. If the school doesn't pay the books, how much money will she have to pay out of pocket for each student's book?
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Sally, an elementary school teacher, receives $320 for books in her class. A reading book costs $12 for a class of 30 students. If the school doesn't pay for the books, how much money will she have to pay out of pocket for each student's book?
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Sally, an elementary school teacher, receives $320 for books in her class. A reading book costs $12 for a class of 30 students. If the money is not spent on books, how much will she have to pay out of pocket for each student's book?
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In an elementary school where Sally has 30 students, she receives $320 for books and pays $12 for a reading book. However, if the money is not spent, Sally will have to pay for all the books out of pocket. How much would it cost her to buy all the books out of pocket?
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In an elementary school where Sally has 30 students, she receives $320 for books and pays $12 for a reading book. However, if the money is not spent, Sally will have to pay for all the books out of pocket. How much does she need to pay out of pocket for each student's book?
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Sally, an elementary school teacher, receives $320 for books in her class. A reading book costs $12 for a class of 30 students. If the school doesn't cover the cost of the books, how much money will she have to spend on books without paying the rest of the class?
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In an elementary school where Sally has 30 students, she receives $320 for books and pays $12 for a reading book. However, if the money is not spent, she will have to pay for all the books out of pocket. How much money will Sally have to pay for each student's book?
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Sally, an elementary school teacher, receives $320 for books in her class. A reading book costs $12 for a class of 30 students. If the school doesn't pay for the books, how much money will she have to pay out of pocket for each student who reads the book?
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In an elementary school where Sally has 30 students, she receives $320 for books and pays $12 for a reading book. However, if the money is not spent, she will have to pay for all the books out of pocket. How much would it cost her to buy all the books out of pocket?
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Sally, an elementary school teacher, receives $320 for books in her class. A reading book costs $12 for a class of 30 students. If the money is not spent on books, how much will she have to pay for the rest of the book?
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Sally, an elementary school teacher, receives $320 for books in her class. A reading book costs $12 for a class of 30 students. If the school doesn't pay for the books, how much money will she have to spend on the rest of the book?
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Sally, an elementary school teacher, receives $320 for books in her class. A reading book costs $12 for a class of 30 students. If the money is not spent on books, how much will she have to pay for the rest of the book out of pocket?
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Harry is 50 years old. His father is currently 24 years older than he is. How old was his mother when she gave birth to him if she is younger than his father by 1/25 of Harry's current age?
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Harry's father is 50 years + 24 years = <<50+24=74>>74 years old.
Harry's mother is 1/25 * 50 years = <<1/25*50=2>>2 years younger than his father.
So she is currently 74 years - 2 years = <<74-2=72>>72 years old.
So when Harry was born, she was 72 years - 50 years = <<72-50=22>>22 years old.
#### 22
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Harry is 50 years old. His father is currently 24 years older than him. If his mother is younger than his father by 1/25 of Harry's current age, how old was Harry when his mother gave birth to him?
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Harry is 50 years old. His father is currently 24 years older than him. If Harry's mother is younger than his father by 1/25 of his current age, how old was his mother when she gave birth to him?
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Harry is 50 years old. His father is currently 24 years older than him. If his mother is younger than his father by 1/25 of Harry's current age, how old was Harry when he was born?
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Harry is 50 years old. His father is currently 24 years older than him. If his mother is younger than his father by 1/25 of Harry's current age, how old was his mother when she gave birth to him?
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If Harry's father is currently 24 years older than him and his mother is younger than him by 1/25 of Harry's current age, and Harry is 50 years old, what was the age of Harry's mother when she gave birth to him?
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Harry is 50 years old. His father is currently 24 years older than him. If Harry's mother is younger than his father by 1/25 of his current age, how old was Harry when he was born?
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Harry is 50 years old at the time of his birth. His father is currently 24 years older than him. If his mother is younger than his father by 1/25 of Harry's current age, how old was his mother when she gave birth to him?
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Given that Harry is 50 years old and his father is currently 24 years older than him, how old was his mother when she gave birth to him if she is younger than his father by 1/25 of Harry's current age?
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Harry is 50 years old and his father is 24 years older than him. If his mother is younger than his father by 1/25 of Harry's current age, how old was Harry when his mother gave birth to him?
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If Harry's father is currently 24 years older than him and his mother is younger than him by 1/25 of Harry's current age, and Harry is 50 years old, what was the age of Harry when his mother gave birth to him?
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Harry is 50 years old. His father is currently 24 years older than him. If his mother is younger by 1/25 of Harry's current age, how old was his mother when she gave birth to him?
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Harry is 50 years old. His father is currently 24 years older than him. How old was his mother when she gave birth if she is younger than his father by 1/25 of Harry's current age?
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Mark does a gig every other day for 2 weeks. For each gig, he plays 3 songs. 2 of the songs are 5 minutes long and the last song is twice that long. How many minutes did he play?
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He played 7*2 = <<7*2=14>>14 gigs
The long song was 5*2=<<5*2=10>>10 minutes
So all the gigs were 5+5+10=<<5+5+10=20>>20 minutes
So he played 14*20=140 minutes
#### 280
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Mark plays 3 songs on a daily basis during a 2-week gig, with 2 songs lasting 5 minutes and the last song being twice as long. How many minutes did he play during each gig?
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Mark plays 3 songs on a daily basis for 2 minutes each time he plays at a gig. The last song is twice the length of the first song, and 2 of the songs are 5 minutes long. How much time did he spend playing the gig?
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Mark performs at every gig he takes for 2 minutes and the last song is twice as long as the first. Over the course of 2 weeks, he plays 3 songs every two weeks. How much time did he spend playing the songs?
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Mark plays 3 songs on a daily basis for 2 minutes each time he plays at a gig. The last song on the last gig is twice the length, and 2 of the songs are 5 minutes long. How much time did he spend playing the gig?
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Mark plays three songs on a daily basis for two consecutive weeks at a time, with two of them being five minutes long and the last song being twice that length. How many minutes did he spend playing those three songs?
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Mark plays three songs on a daily basis for two consecutive weeks at a time, with two of them being five minutes long and the last song being twice that length. How long did the entire performance last?
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Mark plays 3 songs on a daily basis during a 2-week gig, with 2 songs lasting 5 minutes and the last song being twice as long. How much time did he spend playing these songs?
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Mark plays 3 songs on a daily basis for 2 minutes each time he plays at a gig. The last song on the last gig is twice the length, and 2 of the songs are 5 minutes long. How many minutes did he play for 2 weeks?
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Mark plays three songs on a daily basis for two consecutive weeks at a time, with two of them being five minutes long and the last song being twice that length. How many minutes did he play during each gig?
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Mark plays 3 songs on a daily basis for 2 minutes each time he plays at a gig, with the last song being twice as long and 2 of the songs being 5 minutes long. How many minutes did he play during his 2 weeks of gigs?
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Mark plays 3 songs on a daily basis for 2 minutes each time he plays at a gig. The last song on the last gig is twice the length, and 2 of the songs are 5 minutes long. How much time did he spend playing the 3 songs each time?
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Mark performs at a gig every other day for 2 weeks. He plays 3 songs every two weeks. The last song on the last gig was twice as long as the first song. How much time did he spend playing the songs?
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There were 50 people on the city bus. At the first stop, 15 people got off. At the next stop 8 people got off and 2 got on. At the third stop, 4 people got off and 3 people got on. How many people are on the bus after the third stop?
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The bus started with 50 people – 15 who got off at the first stop = <<50-15=35>>35 people on the bus.
At the second stop, 35 people on the bus – 8 who got off = <<35-8=27>>27 people.
Then there were 27 people + 2 who got on = <<27+2=29>>29 people on the bus.
At the third stop, 29 people on the bus – 4 who got off = <<29-4=25>>25 people on the bus.
Then there were 25 people on the bus + 3 who got on = <<25+3=28>>28 people on the bus.
#### 28
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Given that there were 50 people on the city bus at the first stop, 15 people got off at the first stop, 8 people got off and 2 got off at the next stop, and 4 people got off at the third stop, how many people are still on the bus after the third stop?
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Given that there were 50 people on the city bus at the first stop, 15 people got off at the first stop, 8 people got off and 2 got on at the next stop, and 4 people got off and 3 people got on at the third stop, what is the total number of people on the bus after the third stop?
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Given that there were 50 people on the city bus at the first stop, 15 people got off at the first stop, 8 people got off and 2 got off at the next stop, and 4 people got off and 3 people got off at the third stop, what is the total number of people on the bus after the third stop?
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Given that there were 50 people on the city bus at the first stop, 15 people got off at the first stop, 8 people got off and 2 got on at the next stop, and 4 people got off and 3 people got off at the third stop, what is the total number of people on the bus after the third stop?
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Given that there were 50 people on the city bus at the first stop, 15 people got off at the first stop, 8 people got off and 2 got on at the next stop, and 4 people got off and 3 people got on at the third stop, what is the total number of passengers on the bus after the third stop?
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Given that the first stop of the city bus had only 50 people getting off and 15 people getting off, the next stop had 8 people off and 2 got off, and the third stop had 4 people off and 3 people got off, what is the total number of people on the bus after the third stop?
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Given that there were 50 people on the city bus at the first stop, 15 people got off at the first stop, 8 people got off and 2 got off at the next stop, and 4 people got off and 3 people got off at the third stop, what is the total number of passengers on the bus after the third stop?
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Given that there were 50 people on the city bus at the first stop, 15 people got off at the first stop, 8 people got off and 2 got on at the next stop, and 4 people got off and 3 people got off at the third stop, what is the total number of passengers on the bus after the third stop?
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Given that there were 50 people on the city bus at the first stop, 15 people got off at the first stop, 8 people got off and 2 got on at the next stop, and 4 people got off and 3 people got on at the third stop, what is the number of people on the bus after the third stop?
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If the city bus had 50 passengers at the first stop, 15 people got off and got off at the next stop, 8 people got off and 2 got on, and 4 people got off and 3 people got off at the third stop, how many people are still on the bus at the third stop?
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If the first stop of the city bus had 15 people getting off and the next stop had 8 people off and 2 got on, and the third stop had 4 people off and 3 people got on, what is the total number of passengers on the bus after the third stop?
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Given that there were 50 people on the city bus at the first stop, 15 people got off at the first stop, 8 people got off and 2 got off at the next stop, and 4 people got off and 3 people got off at the third stop, what is the number of people on the bus after the third stop?
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In a certain school, 2/3 of the male students like to play basketball, but only 1/5 of the female students like to play basketball. What percent of the population of the school do not like to play basketball if the ratio of the male to female students is 3:2 and there are 1000 students?
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The students are divided into 3 + 2 = <<3+2=5>>5 parts where 3 parts are for males and 2 parts are for females.
Each part represents 1000/5 = <<1000/5=200>>200 students.
So, there are 3 x 200 = <<3*200=600>>600 males.
And there are 2 x 200 = <<2*200=400>>400 females.
Hence, 600 x 2/3 = 400 males play basketball.
And 400 x 1/5 = <<400*1/5=80>>80 females play basketball.
A total of 400 + 80 = <<400+80=480>>480 students play basketball.
Therefore, 1000 - 480 = <<1000-480=520>>520 do not like to play basketball.
The percentage of the school that do not like to play basketball is 520/1000 * 100 = <<520/1000*100=52>>52
#### 52
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If there are 1000 students in a school where the male to female ratio is 3:1 and the male to female ratio is 2:1, and 2/3 of the males like to play basketball, but only 1/5 of the females like to play basketball, what percentage of the school's population does this mean?
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If there are 1000 students in a school where the male to female ratio is 2:1, and 2/3 of the males like to play basketball, but only 1/5 of the females like to play basketball, what percentage of the school's population does this mean?
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If there are 1000 students in a school where the male to female ratio is 3:1 and the male to female ratio is 1:2, and 2/3 of the males like to play basketball, but only 1/5 of the females like to play basketball, what percentage of the school's population does this mean?
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If there are 1000 students in a school where the male to female ratio is 2:1, and 2/3 of the males like to play basketball, but only 1/5 of the females prefer to play basketball, what percentage of the school's population does this mean?
|
If there are 1000 students in a school where the male to female ratio is 3:1 and the male to female ratio is 1:2, and 2/3 of the males like to play basketball, but only 1/5 of the females do, what percentage of the school's population does this mean?
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If there are 1000 students in a school where the male to female ratio is 2:1, and 2/3 of the males like to play basketball, but only 1/5 of the females do, what percentage of the school's population does this mean?
|
If there are 1000 students in a school where the male to female ratio is 3:1 and the male to female ratio is 2:1, and 2/3 of the males like to play basketball, but only 1/5 of the females do, what percentage of the school's population does this mean?
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If there are 1000 students in a school where the male to female ratio is 2:1, and 2/3 of the males like to play basketball, but only 1/5 of the females prefer it, what percentage of the school's population does this mean?
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If there are 1000 students in a school where the male to female ratio is 2:1, and 2/3 of the males like to play basketball, but only 1/5 of the females prefer to play basketball, what percentage of the school's population does this mean that basketball is not a preferred sport for all students?
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If there are 1000 students in a school with a ratio of 3:2 male to female students and 2/3 male to 1/5 female to 1/5 male to 1/5 female to 1/5 male to 1/5 who like to play basketball, what is the percentage of the school's population that does not like to play basketball?
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If there are 1000 students in a school with a ratio of 3:2 male to female students and 2/3 male to 1/5 female to 1/5 male to 1/5 female to 1/5 male to 1/5 who like to play basketball, what is the percentage of the population that does not like to play basketball?
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If there are 1000 students in a school where the male to female ratio is 2:1, and 2/3 of the males like to play basketball, but only 1/5 of the females like to play basketball, what is the percentage of the school's population that does not like to play basketball?
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There are 15 cats in a shelter. One-third were adopted, and were replaced with twice the amount that were adopted. Later on, twice as many dogs showed up as there are cats. How many total animals are there in the shelter?
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15/3=<<15/3=5>>5 cats were adopted out of 15
There were 15-5 = <<15-5=10>>10 cats left
5*2=<<5*2=10>>10 more cats were added.
This makes 10+10=<<10+10=20>>20 cats in the shelter.
20*2=<<20*2=40>>40 dogs came into the shelter.
There are now 20+40=<<20+40=60>>60 animals in the shelter.
#### 60
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If a shelter has 15 cats and one-third of them were adopted, and later on, they were replaced with twice as many dogs as cats. How many animals are present in the shelter?
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If a shelter had 15 cats and one-third of them were adopted, and later on, they were replaced with twice as many dogs as cats. How many animals were present in the shelter?
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If a shelter has 15 cats and one-third of them were adopted, and later on, they were replaced with twice as many dogs as cats. How many animals are there in the shelter?
|
If a shelter has 15 cats, with one-third being adopted and replaced with twice as many cats, and then showing twice as many dogs as cats, how many animals are there in the shelter?
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If a shelter has 15 cats and one-third of them were adopted, and later on, they were replaced with twice as many dogs as cats. How many animals were present in the shelter?
|
If a shelter has 15 cats and one-third of them were adopted, and later on, they were replaced with twice as many dogs as cats. What is the total number of animals in the shelter?
|
If a shelter has 15 cats and one-third of them were adopted, and later on, they were replaced with twice as many dogs as cats, what is the total number of animals in the shelter?
|
If a shelter has 15 cats, with one-third being adopted and replaced with twice as many cats, and then showing twice as many dogs as cats, what is the total number of animals in the shelter?
|
If a shelter has 15 cats and one-third of them were adopted, and later on, they were replaced with twice as many dogs as cats. How many animals are left in the shelter?
|
If a shelter has 15 cats, with one-third being adopted and replaced with double the number of cats, and then showing twice as many dogs as cats, how many animals are there in the shelter?
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If a shelter has 15 cats and one-third of them were adopted, and later on, they were replaced with twice as many dogs as cats. How many animals are in the shelter?
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If a shelter has 15 cats, with one-third being adopted and replaced with twice as many cats, and then showing twice as many dogs as cats, how many animals are in the shelter?
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A department store displays a 20% discount on all fixtures. What will be the new price of a 25 cm high bedside lamp that was worth $120?
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The amount of the discount is $120 x 0.2 = $<<120*0.2=24>>24.
The new price will be $120 – $24 = $<<120-24=96>>96.
#### 96
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If a bedside lamp is 25 cm high and was sold for $120 at a department store with a 20% discount on all fixtures, what would be the new price for the item?
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If a bedside lamp is 25 cm high and was purchased from a department store for $120 with a 20% discount on all fixtures, what would be the new price?
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If a bedside lamp is priced at $120 at a department store and a 20% discount is applied to all fixtures, what would be the new price at the time?
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If a bedside lamp is 25 cm high and was sold for $120 at a department store with a 20% discount on all fixtures, what would be the new price for the same item?
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If a bedside lamp is worth $120 at a department store and a 20% discount is applied to all fixtures, what would be the new price?
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If a bedside lamp is 25 cm high and was sold for $120 at a department store with a 20% off discount on all fixtures, what would be the new price for the item?
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If a bedside lamp is worth $120 at a department store and a 20% discount is applied to all fixtures, what would be the new price at the time?
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If a bedside lamp is 25 cm high and was sold for $120 at a department store with a 20% discount on all fixtures, what would be the new price for the product?
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If a bedside lamp is worth $120 at a department store and a 20% discount is offered on all fixtures, what will be the new price for the item?
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If a bedside lamp is worth $120 at a department store and a 20% discount is applied to all fixtures, what would be the new price for the item?
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If a bedside lamp is worth $120 at a department store and a 20% discount is offered on all fixtures, what would be the new price for the item?
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If a bedside lamp is 25 cm high and was sold for $120 at a department store with a 20% off discount on all fixtures, what would be the new price for the same item?
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Mr. Rainwater has some goats, 9 cows and some chickens. He has 4 times as many goats as cows and 2 times as many goats as chickens. How many chickens does he have?
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Let X be the number of chickens Mr. Rainwater has. He has 4 goats/cow * 9 cows = <<4*9=36>>36 goats on his farm.
So he has 36 goats / 2 goats/chicken = <<36/2=18>>18 chickens.
#### 18
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Mr. Rainwater owns goats, cows, and chickens. He has 4 times as many goats as cows and 2 times as many goats as chickens. What is the total number of chickens he has?
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Mr. Rainwater owns goats, cows, and chickens. He has 4 times as many goats as cows and 2 times as many goats as chickens. What is the number of chickens he has?
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Mr. Rainwater owns goats, cows, and chickens. He has 4 times as many goats as cows and twice as many goats as chickens. How many chickens does he have?
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Mr. Rainwater owns goats, cows, and chickens. He has 4 times as many goats as cows and twice as many goats as chickens. What is the number of chickens he has?
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Mr. Rainwater owns goats, cows, and chickens. He has 4 times as many goats as cows and twice as many goats as chickens. What is the total number of chickens he has?
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If Mr. Rainwater has 4 goats, 9 cows, and some chickens, and has 2 goats and 2 chickens, respectively, how many chickens does he have?
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Mr. Rainwater owns goats, cows, and chickens. He has 4 times as many goats as cows and 2 times as many goats as chickens. What is the total number of chickens he owns?
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Mr. Rainwater owns goats, cows, and chickens. He has 4 times as many goats as cows and two times as many goats as chickens. What is the total number of chickens he has?
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Mr. Rainwater owns goats, cows, and chickens. He has 4 times as many goats as cows and two times as many goats as chickens. What is the number of chickens he has?
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Mr. Rainwater owns goats, cows, and chickens. He has 4 times as many goats as cows and 2 times as many goats as chickens. How many chickens does he have?
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Mr. Rainwater owns goats, 9 cows, and chickens. He has 4 goats, 4 cows, and 2 goats, respectively. How many chickens does he have?
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Mr. Rainwater owns goats, 9 cows, and chickens. He has 4 times as many goats as cows and 2 times as many goats as chickens. What is the number of chickens he has?
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At camp Wonka, there are 96 campers. Two-thirds of the campers are boys, and the remaining one-third are girls. 50% of the boys want to toast marshmallows and 75% of the girls want to toast marshmallows. If each camper gets one marshmallow to toast, how many marshmallows do they need?
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The girls make up one-third of the campers, so there are 96 /3 = <<96/3=32>>32 girls.
The boys make up two-thirds of the campers, so there are 32 + 32 = <<32+32=64>>64 boys.
There are 32 x 75% = <<32*75*.01=24>>24 girls who want to toast marshmallows.
There are 64 x 50% = <<64*50*.01=32>>32 boys who want to toast marshmallows.
They need 24 + 32 = <<24+32=56>>56 marshmallows.
#### 56
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Camp Wonka has 96 campers, with two-thirds of the campers being boys and one-third being girls. Of the 96 campers, 50% of the boys like to toast marshmallows, and 75% of the girls like to toast marshmallows. If each camper gets one marshmallow to toast, how many marshmallows should they eat?
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Camp Wonka has 96 campers, with two-thirds of the campers being boys and one-third being girls. Of the 96 campers, 50% of the boys want to toast marshmallows and 75% of the girls want to toast marshmallows. If each camper gets one marshmallow to toast, how many marshmallows should they eat?
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Camp Wonka has 96 campers, with two-thirds of the campers being boys and one-third being girls. Of the 96 campers, 50% of the boys like to toast marshmallows, while 75% of the girls like to toast marshmallows. If each camper gets one marshmallow to toast, how many marshmallows should they eat?
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Camp Wonka has 96 campers, with two-thirds of the campers being boys and one-third being girls. Of the 96 campers, 50% of the boys want to toast marshmallows, and 75% of the girls want to toast marshmallows. If each camper gets one marshmallow to toast, how many marshmallows should they eat?
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Camp Wonka has 96 campers, with two-thirds of the campers being boys and a third being girls. Half of the boys want to toast marshmallows and 75% of the girls want to toast marshmallows. If each camper gets one marshmallow to toast, how many marshmallows should they eat?
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Camp Wonka has 96 campers, with two-thirds of the campers being boys and one-third being girls. Of the 96 campers, 50% of the boys like to toast marshmallows, and 75% of the girls like to toast marshmallows. If every camper gets one marshmallow to toast, how many marshmallows should they eat?
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Camp Wonka has 96 campers, with two-thirds of the campers being boys and a third being girls. Half of the boys want to toast marshmallows, and 75% of the girls want to toast marshmallows. If each camper gets one marshmallow to toast, how many marshmallows should they eat?
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Camp Wonka has 96 campers, with two-thirds of the campers being boys and one-third being girls. Of the 96 campers, 50% of the boys and 75% of the girls want to toast marshmallows. If each camper gets one marshmallow to toast, how many marshmallows should they eat?
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Camp Wonka has 96 campers, with two-thirds of the campers being boys and one-third being girls. Of the 96 campers, 50% want to toast marshmallows, and 75% of the girls want to toast marshmallows. If each camper gets one marshmallow to toast, how many marshmallows should they eat?
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Camp Wonka has 96 campers, with two-thirds of the campers being boys and a third being girls. Half of the boys want to toast marshmallows, while 75% of the girls want to toast marshmallows. If each camper gets one marshmallow to toast, how many marshmallows should they eat?
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Camp Wonka has 96 campers, with two-thirds of the campers being boys and one-third being girls. Of the 96 campers, 50% want to toast marshmallows and 75% of the girls want to toast marshmallows. If each camper gets one marshmallow to toast, how many marshmallows should they eat?
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Camp Wonka has 96 campers, with two-thirds of the campers being boys and one-third being girls. Half of the boys want to toast marshmallows, while 75% of the girls want to toast marshmallows. If each camper gets one marshmallow to toast, how many marshmallows should they eat?
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A factory decides to stop making cars and start making motorcycles instead. When it made cars, per month, it cost $100 for materials, they could make 4 cars, and they sold each car for $50. Now that they make motorcycles it costs $250 for materials, but they sell 8 of them for $50 each. How much more profit do they make per month selling motorcycles instead of cars?
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They sold $200 worth of cars each month because 4 x 50 = <<4*50=200>>200
They made $100 a month off cars because 200 - 100 = <<200-100=100>>100
They sold $400 worth of motorcycles each month because 8 x 50 = <<8*50=400>>400
They make $150 a month off motorcycles because 400 - 250 = <<400-250=150>>150
They make $50 more a month off motorcycles than cars because 150 - 100 = <<150-100=50>>50
#### 50
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If a factory switched to motorcycles and stopped producing cars, how much profit would they make per month? For instance, if they could make 4 cars per month at a cost of $100, they could sell each car for $50. However, they now have to sell 8 of them for $50 each, at a cost of $250. How much more profit can they make by selling 8 of them at $50 each?
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If a factory switched to motorcycles and stopped producing cars, how much profit would they make per month? For instance, if they could make 4 cars per month at a cost of $100, they could sell each car for $50. However, they now have to sell 8 of them for $50 each, at a cost of $250.
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If a factory switched to motorcycles and stopped producing cars, how much profit would they make per month? For instance, if they could make 4 cars per month at a cost of $100, they could sell each car for $50. However, they now have to sell 8 of them for $50 each, at a cost of $250. How much more profit can they make by selling 8 of them for $50 each?
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If a factory switched to motorcycles and stopped producing cars, how much profit would they make per month? For instance, if they could make 4 cars per month at a cost of $100, they could sell each car for $50. However, they sell 8 of them for $50 each, at a cost of $250.
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If a factory switched to motorcycles and stopped producing cars, how much profit would they make per month? For instance, if they could make 4 cars per month at a cost of $100, they could sell each car for $50. However, they sell 8 of them for $50 each, at a cost of $250. How much more profit would they make by selling 8 of them for $50 each?
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If a factory switched from making cars to making motorcycles, how much profit would they make per month? For instance, if the factory sells 4 cars at a time, each car would cost $100 for materials, but now it charges $250 for each car, but sells 8 of them for $50 each?
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If a factory switched from making cars to making motorcycles, how much profit would they make per month? For instance, if they could make 4 cars in a month and sell them for $50 each, they could sell them for $50 each, but the factory now charges $250 for materials and sells 8 of them for $50 each?
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If a factory switched from making cars to making motorcycles, how much profit would they make per month? For instance, if they could make 4 cars per month at a cost of $100, they could sell each car for $50. However, they sell 8 of them for $50 each, at a cost of $250.
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If a factory switched from making cars to making motorcycles, how much profit would they make per month? For instance, if they could make 4 cars at a time and sell each car for $50, they could sell them for $50 each. However, they sell 8 of them for $50 each, at a cost of $250.
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If a factory switched to motorcycles and stopped producing cars, how much profit would they make per month? For instance, if they could make 4 cars per month at a cost of $100, they could sell each car for $50. However, they now charge $250 for materials and sell 8 of them for $50 each. How much more profit would they make if they sold 8 of them for $50 each?
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If a factory switched to motorcycles and stopped producing cars, how much profit would they make per month? For instance, if they could make 4 cars per month at a cost of $100, they could sell each car for $50. However, they now charge $250 for materials and sell 8 of them for $50 each. How much more profit would they make if they stopped making cars and switched to motorcycles?
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If a factory switched from making cars to making motorcycles, how much profit would they make per month? For instance, if they could make 4 cars at a time and charge $100 for each car, they could sell them for $50 each. However, they sell 8 of them for $50 each, at a profit of $250 per month.
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Gwen received a $900 bonus at work and decided to invest this money in the stock market. She spent one-third of her bonus on stock A, one-third on stock B, and the remaining one-third on stock C. After one year, stock A and stock B had doubled in value, while stock C had lost half of its value. At the end of the year, how much were Gwen's stocks worth, in dollars?
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One-third of her bonus was $900/3 = $<<900/3=300>>300.
After one year, stock A doubled in value and was worth $300*2 = $<<300*2=600>>600.
After one year, stock B doubled in value and was worth $300*2 = $<<300*2=600>>600.
After one year, stock C had lost half its value and was worth $300/2 = $<<300/2=150>>150.
Altogether, at the end of the year, Gwen's stocks were worth $600+$600+$150 = $<<600+600+150=1350>>1350
#### 1350
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After receiving a $900 bonus at work, Gwen invested in the stock market. She spent one-third of her bonus on stock A, one-third on stock B, and the remaining one-third on stock C. After one year, the value of stock A and stock B had doubled in value, while stock C had lost half of its value. At the end of the year, what was the value of Gwen's stocks in dollars?
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After receiving a $900 bonus at work, Gwen invested her funds in the stock market. She spent one-third of her bonus on stock A, one-third on stock B, and the remaining one-third on stock C. After one year, the value of stock A and stock B had doubled, and stock C had lost half of its value. At the end of the year, what was the value of Gwen's stocks in dollars?
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After receiving a $900 bonus at work, Gwen invested her funds in the stock market. She spent one-third of her bonus on stock A, one-third on stock B, and the remaining one-third on stock C. After one year, the value of stock A and stock B had doubled, and stock C had lost half of its value. At the end of the year, what was the worth of Gwen's stocks in dollars?
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After receiving a $900 bonus at work, Gwen invested in the stock market. She spent one-third of her bonus on stock A, one-third on stock B, and the remaining one-third on stock C. After one year, stock A and stock B had doubled in value, while stock C had lost half of its value. At the end of the year, what was the value of Gwen's stocks in dollars?
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After receiving a $900 bonus from her employer, Gwen invested her funds in the stock market. She spent one-third of her bonus on stock A, one-third on stock B, and the remaining one-third on stock C. After one year, the value of stock A and stock B had doubled, and stock C had lost half of its value. At the end of the year, what was the worth of Gwen's stocks in dollars?
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After receiving a $900 bonus at work, Gwen invested her funds in the stock market. She spent one-third of her bonus on stock A, one-third on stock B, and the remaining one-third on stock C. After one year, the value of stock A and stock B had doubled, and stock C had lost half of its value. At the end of the year, what was the value of Gwen's stocks, in dollars?
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Gwen was given a $900 bonus at work and used it to invest in the stock market. She spent one-third of her bonus on stock A, one-third on stock B, and the remaining one-third on stock C. After one year, stock A and stock B had doubled in value, while stock C had lost half of its value. At the end of the year, what was the value of Gwen's stocks, in dollars?
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After receiving a $900 bonus from her employer, Gwen invested her funds in the stock market. She spent one-third of her bonus on stock A, one-third on stock B, and the remaining one-third on stock C. After one year, the value of stock A and stock B had doubled, and stock C had lost half of its value. At the end of the year, what was the value of Gwen's stocks in dollars?
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After receiving a $900 bonus at work, Gwen invested her funds in the stock market. She spent one-third of her bonus on stock A, one-third on stock B, and the remaining one-third on stock C. After one year, stock A and stock B had doubled in value, while stock C had lost half of its value. At the end of the year, what was the value of Gwen's stocks in dollars?
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Gwen was given a $900 bonus at work and used it to invest in the stock market. She spent one-third of her bonus on stock A, one-third on stock B, and the remaining one-third on stock C. After one year, stock A and stock B had doubled in value, while stock C had lost half of its value. At the end of the year, what was the value of Gwen's stocks in dollars?
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After receiving a $900 bonus at work, Gwen invested in the stock market. She spent one-third of her bonus on stock A, one-third on stock B, and the remaining one-third on stock C. After one year, stock A and stock B had doubled in value, while stock C had lost half of its value. At the end of the year, what was the value of Gwen's stocks, in dollars?
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Gwen was given a $900 bonus at work and used it to invest in the stock market. She spent one-third of her bonus on stock A, one-third on stock B, and the remaining one-third on stock C. After one year, stock A and stock B had doubled in value, while stock C had lost half of its value. At the end of the year, what was the dollar value of Gwen's stocks?
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James and John combine their friends lists. James has 75 friends. John has 3 times as many friends as James. They share 25 friends. How many people are on the combined list?
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John has 75*3=<<75*3=225>>225 people on his friends list
So that means there are 225+75=<<225+75=300>>300 people on the list
So once you remove duplicates there are 300-25=<<300-25=275>>275 people
#### 275
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If James and John have combined their friends lists and James has 75 friends, John has 3 times as many friends, and they share 25 friends, how many people are on the combined list?
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James and John have combined their friends lists. If James has 75 friends, John has 3 times as many friends, and they share 25 friends, how many people are on the combined list?
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James and John have combined their friends lists. James has 75 friends, John has 3 times as many friends, and they share 25 friends. What is the total number of people on the combined list?
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James and John have combined their friends lists. James has 75 friends, John has 3 times as many friends, and they share 25 friends. How many individuals are on the combined list?
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If James and John have combined their friends lists and James has 75 friends, John has 3 times as many friends, and they share 25 friends, how many people are on their combined list?
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James and John have combined their friends lists. James has 75 friends, John has 3 times as many friends, and they share 25 friends. How many people are on the combined list?
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How many people are on the combined list of James and John's friends list, given that James has 75 friends and John has 3 times as many friends. They share 25 friends?
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If James and John have combined their friends lists and James has 75 friends, John has 3 times as many friends, and they share 25 friends, how many individuals are on the combined list?
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James and John have combined their friends lists. James has 75 friends and John has 3 times as many friends. They share 25 friends. How many people are on the combined list?
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How many people are on the combined list of James and John's friends list, given that James has 75 friends and John has 3 times as many friends. They share 25 friends, given that James has 75 friends and John has 3 times as many friends. How many people are on the combined list?
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James and John have combined their friends lists. James has 75 friends and John has 3 times as many friends. They share 25 friends. How many individuals are on the combined list?
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How many individuals are on the combined list of James and John's friends lists if James has 75 friends, John has 3 times as many friends, and they share 25 friends?
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It takes Jennifer 20 minutes to groom each of her 2 long hair dachshunds. If she grooms her dogs every day, how many hours does she spend grooming her dogs in 30 days?
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She has 2 dogs and it takes 20 minutes to groom just 1 dog so it takes her 2*20 = <<2*20=40>>40 minutes per day to groom 2 dogs
In 30 days, she will have spent 30*40 = <<30*40=1200>>1,200 minutes grooming her dogs
There are 60 minutes in an hour so she spends 1200/60 = <<1200/60=20>>20 hours grooming her dogs
#### 20
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Jennifer's two long-haired dachshunds need to be groomed daily. Given that Jennifer spends 20 minutes a day grooming each dog, how many hours-a-day do she spend in 30-day periods grooming each dog?
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Jennifer's daily routine includes grooming her 2 long hair dachshunds for 30 days. If she spends 20 minutes grooming each dog, how many hours does Jennifer spend on each dog?
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Jennifer's two long-haired dachshunds need to be groomed daily. Given that Jennifer takes 20 minutes to groom each dog, how many hours-a-days will it take to groom each dog in 30 days?
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Jennifer's two long-haired dachshunds need to be groomed daily. Given that Jennifer takes 20 minutes to groom each dog, how many hours-a-day does she spend on grooming each dog within a 30-day period?
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Jennifer's daily routine includes grooming her 2 long hair dachshunds for 30 days. If she spends 20 minutes grooming each dog, how many hours will it take for her to groom each dog in 30 minutes?
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Jennifer's daily routine involves grooming her 2 long hair dachshunds for 30 days. If she spends 20 minutes grooming each dog, how many hours of grooming are necessary?
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Jennifer's two long-haired dachshunds need to be groomed daily. Given that Jennifer takes 20 minutes to groom each dog, how many hours-a-day does she spend grooming each dog in a month?
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Jennifer's two long-haired dachshunds need to be groomed daily. Given that Jennifer takes 20 minutes to groom each dog, how many hours-a-day will it take to groom each dog in 30 days?
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Given that Jennifer grooms her 2 long hair dachshunds daily and spends 20 minutes a day on each, how many hours of grooming do you think Jennifer spends on grooming her dogs during a 30-day period?
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Jennifer's two long-haired dachshunds need to be groomed daily. Given that Jennifer spends 20 minutes a day grooming each dog, how many hours-a-day do she spend in 30-day periods grooming her dogs?
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Jennifer's two long-haired dachshunds need to be groomed daily. Given that Jennifer takes 20 minutes to groom each dog, how many hours-a-day does she spend on grooming each dog in a month?
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Jennifer's daily routine involves grooming her 2 long hair dachshunds for 30 days. If she spends 20 minutes grooming each dog, how many hours does Jennifer spend on each dog?
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Jim decides to open up a bike shop. The most common repair he does is fixing bike tires. He charges $20 for this and it cost him $5 in parts. In one month Jim does 300 of these repairs. He also does 2 more complex repairs for $300 each and cost $50 in parts. He also sells $2000 profit worth of things from his retail shop. If rent and other fixed expense for the shop is $4000 a month how much profit did the shop make?
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From each tire repair, he made 20-5=$<<20-5=15>>15 profit
So repairs made him a profit of 15*300=$<<15*300=4500>>4500
The two complex repairs each made him 300-50=$<<300-50=250>>250 profit
So those added 250*2=$<<250*2=500>>500
So his total profit from everything was 4500+500+2000=$<<4500+500+2000=7000>>7000
So he made a profit of 7000-4000=$<<7000-4000=3000>>3000
#### 3000
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Given that Jim's bike shop charges him $20 for fixing bike tires, which cost him $5 in parts, and he also does 2 more complex repairs for $300 each, how much profit did the shop make in a month if he sells $2000 worth of things from his retail shop, given that rent and other fixed expenses for the shop are $4000 a month?
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If Jim's main business is fixing bike tires for $20, which costs him $5 in parts, and he also does 2 more complex repairs for $300 each, selling things for $2000 from his retail shop, how much profit did the shop make in a month given that rent and other fixed expenses for the shop are $4000 a month?
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Given that Jim's bike shop charges him $20 for fixing bike tires, which cost him $5 in parts, and he also does two more complex repairs for $300 each, how much profit did the shop make in a month if he sells $2000 worth of things from his retail shop, given that rent and other fixed expenses for the shop are $4000 a month?
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If Jim's main business is fixing bike tires for $20, which costs him $5 in parts, and he also does 2 more complex repairs for $300 each, selling things for $2000 from his retail shop, how much profit did the shop make in a month, considering that rent and other fixed expenses for the shop are $4000 a month?
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Given that Jim's bike shop charges him $20 for fixing bike tires, which cost him $5 in parts, and he also does two more complex repairs for $300 each, how much profit did his retail shop make in a month given that rent and other fixed expenses are $4000 a month?
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If Jim's main business is fixing bike tires for $20, which costs him $5 in parts, and he also does 2 more complex repairs for $300 each, selling things for $2000 from his retail shop, how much profit did the shop make in a month?
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Given that Jim's bike shop charges him $20 for fixing bike tires, which cost him $5 in parts, and he also does 2 more complex repairs for $300 each, how much profit did the shop make in a month if he sells $2000 worth of things from his retail shop, given that his rent and other fixed expenses for the shop are $4000 a month?
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Given that Jim's bike shop charges him $20 for fixing bike tires, which cost him $5 in parts, and he also does two more complex repairs for $300 each, how much profit did his retail shop make in a month given that rent and other fixed expenses for the shop are $4000 a month?
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Given that Jim's bike shop charges him $20 for fixing bike tires, which cost him $5 in parts, and he also does two more complex repairs for $300 each, how much profit did his retail shop make in a month if rent and other fixed expenses for the shop are $4000 a month?
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Given that Jim's bike shop charges him $20 for fixing bike tires, which cost him $5 in parts, and he also does 2 more complex repairs for $300 each, how much profit did the shop make in a month if he sells $2000 worth of things from his retail shop?
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Given that Jim's bike shop charges him $20 for fixing bike tires, which cost him $5 in parts, and he also does two more complex repairs for $300 each, how much profit did the shop make in a month if rent and other fixed expenses for the shop are $4000 a month?
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Given that Jim's bike shop charges him $20 for fixing bike tires, which cost him $5 in parts, and he also does two more complex repairs for $300 each, how much profit did the shop make in a month if he sells $2000 worth of things from his retail shop?
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Mary went to the store to buy fruit. Apples cost $1, oranges cost $2, and bananas cost $3. For every 5 fruits that customers buy, the store offers a $1 discount. Mary buys 5 apples, 3 oranges, and 2 bananas. How much will she pay?
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For 5 apples, Mary will pay 5*1= <<5*1=5>>5 dollars.
For 3 oranges, she will pay 3*2= <<3*2=6>>6 dollars.
For 2 bananas, she will pay 2*3 = <<2*3=6>>6 dollars.
She bought 5+3+2=<<5+3+2=10>>10 fruits
For 10 fruits, Mary gets a discount of 10/5 = <<10/5=2>>2 dollars.
In total, the bill is 5 + 6 + 6 = <<5+6+6=17>>17 dollars.
Subtracting the discount offered by the stores, Mary will pay 17 - 2 = <<17-2=15>>15 dollars.
#### 15
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Mary went to the store to buy fruit. The store had a $1 discount on apples, oranges, and bananas. For every 5 fruits that someone buys, how much will she save by purchasing 5 apples, 3 oranges, and 2 bananas?
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Mary went to the store to buy fruits. The store had a $1 discount on apples, oranges, and bananas. For every 5 fruits that customers buy, Mary buys 5 apples, 3 oranges, and 2 bananas. How much will she save by paying for the fruits?
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Mary went to the store to buy fruits. The store had a $1 discount on apples, oranges, and bananas. For every 5 fruits that someone buys, how much will she save by purchasing 5 apples, 3 oranges, and 2 bananas?
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Mary went to the store to buy fruit. The store had a $1 discount on apples, oranges, and bananas. For every 5 fruits that customers buy, Mary buys 5 apples, 3 oranges, and 2 bananas. How much will she save by paying for the fruits?
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Mary went to the store to buy fruit. The store had a $1 discount on apples, an orange cost $2, and a banana cost $3. If she buys 5 apples, 3 oranges, and 2 bananas, and receives a $1 discount, how much will she save?
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Mary went to the store to buy fruit. The store had a $1 discount on apples, oranges, and bananas. For every 5 fruits that customers buy, Mary buys 5 apples, 3 oranges, and 2 bananas. How much will she save by paying for these fruits?
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Mary went to the store to buy fruits. The store had a $1 discount on apples, oranges, and bananas. For every 5 fruits that customers buy, Mary buys 5 apples, 3 oranges, and 2 bananas. How much will she save by purchasing apples, oranges, and bananas?
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Mary went to the store to buy fruits. The store had a $1 discount on apples, oranges, and bananas. For every 5 fruits that customers buy, Mary buys 5 apples, 3 oranges, and 2 bananas. What is the amount she will pay for the fruits?
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Mary went to the store to buy fruits. The store had a $1 discount on apples, oranges, and bananas. For every 5 fruits that customers buy, Mary buys 5 apples, 3 oranges, and 2 bananas. How much will she save by paying for these fruits?
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Mary went to the store to buy fruit. She purchased 5 apples, 3 oranges, and 2 bananas. The store offered a $1 discount to Mary. If she buys 5 apples, 3 oranges, and 2 bananas, how much will she save?
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Mary went to the store to buy fruit. The store had a $1 discount on apples, oranges, and bananas. For every 5 fruits that customers buy, Mary buys 5 apples, 3 oranges, and 2 bananas. What is the amount she will pay for the bananas?
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Mary went to the store to buy fruit. The store had a $1 discount on apples, oranges, and bananas. For every 5 fruits that customers buy, Mary buys 5 apples, 3 oranges, and 2 bananas. How much will she save by purchasing these fruits?
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Mark deposited $88 in a bank. Bryan deposited $40 less than five times as much as Mark. How much did Mark deposit in the bank?
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Five times the amount Mark deposited is $88 x 5 = $<<88*5=440>>440.
So, Mark deposited $440 - $40 = $<<440-40=400>>400.
#### 400
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Mark deposited $88 at a bank. Bryan deposited $40 less than five times as much as Mark. What was the total amount of Mark's deposit in the bank?
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Mark deposited $88 in a bank. Bryan deposited $40 less than five times as much as Mark. What is the actual amount that Mark deposited in the bank?
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Mark deposited $88 in a bank. Bryan deposited $40 less than five times as much as Mark. What was the total amount of Mark's deposit in the bank?
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Mark deposited $88 in a bank. Bryan deposited $40 less than five times as much as Mark. What is the total amount of Mark's deposit in the bank?
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Mark deposited $88 at a bank. Bryan deposited $40 less than five times as much as Mark. What is the actual amount deposited in the bank?
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Mark deposited $88 at a bank. Bryan deposited $40 less than five times as much as Mark. What is the actual amount that Mark deposited in the bank?
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Mark deposited $88 at a bank. Bryan deposited $40 less than five times as much as Mark. What was the total deposit amount in the bank?
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Mark deposited $88 at a bank. Bryan deposited $40 less than five times as much as Mark. What is the total amount of money Mark deposited in the bank?
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Mark deposited $88 into a bank. Bryan deposited $40 less than five times as much as Mark. What was the total amount of Mark's deposit in the bank?
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Mark deposited $88 at a bank. Bryan deposited $40 less than five times as much as Mark. What is the total amount of Mark's deposit in the bank?
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Mark deposited $88 at a bank. Bryan deposited $40 less than five times as much as Mark. What was the actual amount deposited in the bank?
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Mark deposited $88 into a bank. Bryan deposited $40 less than five times as much as Mark. What is the actual amount that Mark deposited in the bank?
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Polly and Gerald went for a fun afternoon riding mini race cars at the munchkin track, which is a one-quarter mile circular track. Polly managed to circle the track 12 times in one half hour, but Gerald's car was malfunctioning, and he only moved at an average speed half of what Polly did. What speed did Gerald's car average, in miles per hour?
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Polly circled the one-quarter mile track 12 times in 0.5 hours at a speed of 12/0.5=24 circuits of the track per hour.
24/4 = <<24/4=6>>6 miles per hour
Gerald traveled at a speed half of what Polly traveled for an average speed of 6/2=<<6/2=3>>3 miles per hour.
#### 3
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During their afternoon at the munchkin track, which is a one-quarter mile circular track, Polly and her friend Gerald rode mini race cars. Polly completed 12 laps within a half-hour, but Gerald's car broke down, and he only moved half as fast as Polly did. What was the average speed of Gerald's car, in miles per hour?
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During their afternoon at the munchkin track, which is a one-quarter mile circular track, Polly and her friend Gerald rode mini race cars. Polly completed 12 laps within a half-hour, but Gerald's car broke down, and he only traveled half as fast as Polly did. What was the average speed of Gerald's car, in miles per hour?
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During their afternoon at the munchkin track, which is a one-quarter mile circular track, Polly and her friend Gerald rode mini race cars. Polly completed 12 laps within a half-hour, but Gerald's car broke down, and he only moved half the speed of Polly. What was the average speed of Gerald's car, in miles per hour?
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During their afternoon at the munchkin track, which is a one-quarter mile circular track, Polly and her friend Gerald rode mini race cars. Polly completed 12 laps within a half-hour, but Gerald's car broke down, and he only moved at half the speed of Polly. What was the average speed of Gerald's car, in miles per hour?
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At the munchkin track, which is a one-quarter mile circular track, Polly and her friend Gerald rode mini race cars for an afternoon. Polly completed 12 laps within a half-hour, but Gerald's car broke down, and he only moved half as fast as Polly did. What was the average speed of Gerald's car, in miles per hour?
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During their afternoon at the munchkin track, which is a one-quarter mile circular track, Polly and her friend Gerald rode in mini race cars. Polly completed 12 laps within a half-hour, but Gerald's car broke down, and he only moved half as fast as Polly did. What was the average speed of Gerald's car, in miles per hour?
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During their afternoon, Polly and Gerald rode mini race cars at the munchkin track, which is a one-quarter mile circular track. Polly completed 12 laps within a half-hour, but Gerald's car broke down, and he only moved half as fast as Polly did. What was the average speed of Gerald's car, in miles per hour?
|
During their afternoon at the munchkin track, which is a one-quarter mile circular track, Polly and her friend Gerald rode mini race cars. Polly completed 12 laps within a half-hour, but Gerald's car broke down, and he only moved half as fast as Polly. What was the average speed of Gerald's car, in miles per hour?
|
During their afternoon at the munchkin track, which is a one-quarter mile circular track, Polly and her friend Gerald rode mini race cars. Polly completed 12 laps within a half-hour, but Gerald's car broke down, and he only moved half the speed of Polly. What was the average speed of Gerald's car?
|
At the munchkin track, which is a one-quarter mile circular track, Polly and her friend Gerald rode mini race cars for an afternoon. Polly completed 12 laps within a half-hour, but Gerald's car broke down, and he only moved half the speed of Polly. What was the average speed of Gerald's car, in miles per hour?
|
During their afternoon at the munchkin track, which is a one-quarter mile circular track, Polly and her friend Gerald rode mini race cars. Polly completed 12 laps within a half-hour, but Gerald's car broke down, and he only moved half as fast as Polly did. What was the average speed of Gerald's car?
|
At the munchkin track, which is a one-quarter mile circular track, Polly and her friend Gerald rode mini race cars for an afternoon. Polly completed 12 laps in a half hour, but Gerald's car broke down, and he only moved half the speed of Polly. What was the average speed of Gerald's car, in miles per hour?
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Mathilda is determined to pay back the money she owes a friend so she decides to pay an initial installment of $125. If she still has 75% left to pay, how much did she owe originally?
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Percentage means per 100, so if she still owes 75%, she must have paid 100% - 75% = 25% of the original amount.
25% of the original amount = (25/100)*original amount = $125
Multiplying both sides by (100/25) gives: original amount = (100/25)*$125 = $<<(100/25)*125=500>>500
#### 500
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Mathilda is unable to settle her debt with a friend, so she pays an initial installment of $125. If she still has 75% left, how much did she owe in interest?
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Mathilda is committed to paying the $125 she owes to a friend, but she wants to know how much she owes in 75% of the $125 she owes. If she still has 75% left, what is the actual amount she owes?
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Mathilda is committed to paying the $125 she owes to a friend, but she wants to know how much she owes in 75% of the $125 she owes. If she still has 75% left, what is the total amount she owes?
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Mathilda is committed to paying the $125 she owes to a friend, but she wants to know how much she owes in 75% of the $125 she owes. If she still has 75% left, what is the installment amount she owes?
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Mathilda is resolute in her decision to pay $125 as an initial payment to a friend, even though she owes more money to a friend. If she still has 75% of the money left, how much did she owe in arrears?
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Mathilda is resolute in her decision to pay $125 as an initial payment to a friend, even though she owes more money to a friend. If she still has 75% of the money left to pay, how much money did she owe in interest?
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Mathilda is committed to paying the $125 she owes to a friend, but she wants to know how much she owes in 75% of the $125 she owes. If she still has 75% left, what is the installment she owes?
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Mathilda is committed to paying the $125 she owes to a friend, but she wants to know how much she owes in 75% of the $125 she owes. If she still has 75% left, what is the original amount she owes?
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Mathilda is unwilling to repay the $125 she owes to a friend, so she pays an initial installment. If she still has 75% of the money owed, how much did she owe in interest?
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Mathilda is resolute in her decision to pay $125 as an initial payment to a friend, even though she owes more money to a friend. If she still has 75% of the money left, how much did she owe in interest?
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Mathilda is committed to paying the $125 she owes to a friend, but she wants to know how much she owes in 75% of the $125 she owes. If she still has 75% left to pay, what is the installment amount she owes?
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Mathilda is unwilling to repay the $125 she owes to a friend, so she pays an initial installment. If she still has 75% of the money owed, how much money did she owe in interest?
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A school is adding 5 rows of seats to the auditorium. Each row has 8 seats and each seat costs $30. A parent, being a seat manufacturer, offered a 10% discount on each group of 10 seats purchased. How much will the school pay for the new seats?
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Ten seats amount to $30 x 10 = $<<30*10=300>>300.
So there is $300 x 10/100 = $<<300*10/100=30>>30 discount for each 10 seats purchased.
Thus, the total cost for every 10 seats is $300 - $30 = $<<300-30=270>>270.
The school is going to buy 5 x 8 = <<5*8=40>>40 seats.
This means that the school is going to buy 40/10 = <<40/10=4>>4 sets of 10 seats.
Therefore, the school will pay a total of $270 x 4 = $<<270*4=1080>>1080 for the new seats
#### 1080
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What is the cost of adding 5 rows of seats to the auditorium, with each row costing $30 and facilitated by a parent, a seat manufacturer, offering a 10% discount on each group of 10 seats?
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What is the cost of adding 5 rows of seats to the auditorium, with each row costing $30 and a parent, a seat manufacturer, offering a 10% discount on each purchase of 10 seats?
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What is the cost of adding 5 rows of seats to the auditorium, with each row costing $30 and a parent, a seat manufacturer, offering a 10% discount on each group of 10 seats, if the school wants to add the new seats?
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How much will the school be able to pay for the new auditorium seats, which have 5 rows and cost $30 each, after a parent, a seat manufacturer, offered a 10% discount on 10 seats.
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What is the cost of adding 5 rows of seats to the auditorium, with each row costing $30 and a parent, a manufacturer of seats, offering a 10% discount on each purchase of 10 seats?
|
What is the cost of adding 5 rows of seats to the auditorium, with each row costing $30 and a parent, a seat manufacturer, offering a 10% discount on each group of 10 seats?
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What is the cost of adding 5 rows of seats to the auditorium, with each row costing $30 and a parent, a seat manufacturer, offering a 10% discount on each group of 10 seats, for a total of 5 rows?
|
What is the cost of adding 5 rows of seats to the auditorium, with each row costing $30 and a parent, a manufacturer of seats, offering a 10% discount on each group of 10 seats, if the school wants to add the new seats?
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What is the cost of adding 5 rows of seats to the auditorium, with each row costing $30 and a parent, a seat manufacturer, offering a 10% discount on each group of 10 seats, if the school decides to purchase additional seats?
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What is the cost of adding 5 rows of seats to the auditorium, with each row costing $30 and a parent, a seat manufacturer, offering a 10% discount on each group of 10 seats, if the school decides to purchase new seats?
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What is the cost of adding 5 rows of seats to the auditorium, with each row costing $30 and a parent, a seat manufacturer, offering a 10% discount on each purchase, if the school sells 10 seats?
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What is the cost of adding 5 rows of seats to the auditorium, with each row costing $30 and a parent, a seat manufacturer, offering a 10% discount on each group of 10 seats, if the school wants to purchase these new seats?
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Christi saw twice as many black bears as white bears and 40 more brown bears than black bears in a national park. If the number of black bears in the park is 60, calculate the population of bears in the park.
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If there are 60 black bears in the park and 40 more brown bears than black bears, there are 60+40 = <<60+40=100>>100 brown bears.
The number of black and brown bears in the park is 100+60 = <<100+60=160>>160
Twice the number of black bears as white bears means 60/2 = <<60/2=30>>30 white bears.
The population of bears in the national park is 30+160 = <<30+160=190>>190
#### 190
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In Christi, there were more black bears than white bears in the area. In a national park, there were 40 more brown bears than black bears. If there are 60 black bears in the park, how many bears are there in the park?
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In Christi, there were more black bears than white bears and 40 more brown bears than black bears in a national park. If there are 60 black bears in the park, how many bears are there in the park?
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In Christi, the number of black bears in national parks was twice that of white bears, and 40 more brown bears than black bears. If there are 60 black bears in the park, what is the number of bears in the national park?
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In Christi, there were more black bears than white bears and 40 more brown bears than black bears in a national park. If there are 60 black bears in the park, what is the number of bears in the park?
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In Christi, there were more black bears than white bears and 40 more brown bears in a national park than black bears. If there are 60 black bears in the park, how many bears are there in the park?
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In Christi, there were more black bears than white bears, and 40 more brown bears than black bears in a national park. If there are 60 black bears in the park, how many bears are there in the park?
|
In Christi, there were more black bears than white bears, and 40 more brown bears than black bears in a national park. If there are 60 black bears in the park, what is the number of bears in the park?
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In Christi, the number of black bears in national parks was twice that of white bears and 40 times more were brown bears than black bears. If 60 black bears were present in the park, what is the number of bears in the national park?
|
In Christi, there were more black bears than white bears and 40 more brown bears in a national park than black bears. If there are 60 black bears in the park, what is the number of bears in the park?
|
In Christi, the number of black bears in national parks was twice that of white bears. In a national park, there were 40 more brown bears than black bears. If there are 60 black bears in the park, how many bears are there in the park?
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In Christi, the number of black bears in national parks was twice that of white bears, and 40 more brown bears than black bears in a single park. If there are 60 black bears in the park, what is the number of bears in the park?
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In Christi, the number of black bears in national parks was twice that of white bears and 40 times more were brown bears than black bears. If there are 60 black bears in the park, what is the number of bears in the national park?
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Steve finds 100 gold bars while visiting Oregon. He wants to distribute his gold bars evenly to his 4 friends. If 20 gold bars were lost on the way back to San Diego, how many gold bars will each of his 4 friends get when he returns?
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He only has 100 - 20 = <<100-20=80>>80 gold bars after losing 20 of them.
He then gives each of his friends 80 ÷ 4 = <<80/4=20>>20 gold bars.
#### 20
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Steve finds 100 gold bars during his trip to Oregon. He wants to distribute his gold bars evenly among his 4 friends. If 20 gold bars were lost on the way back to San Diego, how many gold bars will each of his 4 friends receive when they return home?
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Steve finds 100 gold bars during his trip to Oregon. He wants to distribute his gold bars evenly among his 4 friends. If 20 gold bars were lost on the trip back to San Diego, how many gold bars will each of his 4 friends receive when they return home?
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Steve discovers 100 gold bars during his trip to Oregon. He wants to distribute his gold bars evenly among his 4 friends. If 20 gold bars were lost on the way back to San Diego, how many gold bars will each of his 4 friends receive when they return home?
|
Steve finds 100 gold bars during his trip to Oregon. He wants to distribute his gold bars evenly among his 4 friends. If 20 gold bars are lost on the way back to San Diego, how many gold bars will each of his 4 friends receive when they return home?
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Steve finds 100 gold bars during his trip to Oregon. He wants to distribute his gold bars evenly among his 4 friends. If 20 gold bars were lost on the way back to San Diego, how many gold bars will each of his 4 friends receive when he returns to Oregon?
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Steve finds 100 gold bars during a trip to Oregon. He wants to distribute his gold bars evenly among his 4 friends. If 20 gold bars were lost on the trip back to San Diego, how many gold bars will each of his 4 friends receive when he returns to Oregon?
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After discovering 100 gold bars in Oregon, Steve aims to distribute them among his 4 friends. If 20 gold bars were lost during his trip back to San Diego, how many gold bars will each of his friends receive when he returns to San Diego?
|
Steve finds 100 gold bars during his trip to Oregon. He wants to distribute his gold bars evenly among his 4 friends. If 20 gold bars were lost on the trip back to San Diego, how many gold bars will each of his 4 friends receive when he returns to Oregon?
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Steve finds 100 gold bars during his trip to Oregon. He wants to distribute his gold bars evenly among his 4 friends. If 20 gold bars are lost on the trip back to San Diego, how many gold bars will each of his 4 friends receive when they return home?
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Steve finds 100 gold bars during his trip to Oregon. He wants to distribute his gold bars evenly among his 4 friends. If 20 gold bars were stolen on the way back to San Diego, how many gold bars will each of his 4 friends receive when they return home?
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Steve finds 100 gold bars during his trip to Oregon. He wants to distribute his gold bars evenly among his 4 friends. If 20 gold bars were lost on the trip back to San Diego, how many gold bars will each of his friends receive when they return home?
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After discovering 100 gold bars in Oregon, Steve aims to distribute them evenly among his group of friends. If 20 gold bars were lost during his trip back to San Diego, how many gold bars will each of his 4 friends receive when he returns to San Diego?
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An office has 90 workers. 2/3rds of them are men and the rest are women. The company hires 10 new employees and 100% of them are women. What is the total percentage of women in the company now?
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1/3rd of the workers before the new hires were women because 1 - (2/3) = 1/3
There were 30 women working for the company before the new hires
There are now 40 women working for the company because 30 + 10 = <<30+10=40>>40
There are 100 people working for the company because 90 + 10 = <<90+10=100>>100
The proportion of women working in the company is .4 because 40 / 100 = <<40/100=.4>>.4
The percentage of women working in the company is now 40 because .4 x 100 = <<.4*100=40>>40
#### 40
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In a company with an office that has 90 employees, 2/3 of them men and the rest women. The company hires 10 new employees and 100% of them are women. What is the current percentage of women in the company?
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In a company with an office that has 90 employees, 2/3 of them men and the rest women. The company hires 10 new employees and 100% of them are women. What is the current proportion of women in the company?
|
In a company with an office that has 90 employees, 2/3 of them men and the rest women. The company hires 10 new employees and 100% of them are women. What is the current percentage of women in the office?
|
In a company with 90 employees, 2/3 of whom are men and the rest are women, who hires 10 new employees and all of them are women, what is the current percentage of women in the office?
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In a company with 90 employees, 2/3 of them are men and the rest are women. The company recently hired 10 new employees, and 100% of them are women. What is the current percentage of women in the company?
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In a company with 90 employees, 2/3 of them are men and the rest are women. The company recently hired 10 new employees, and 100% of them are women. What is the current proportion of women in the company?
|
In a company with an office that has 90 employees, 2/3 of them men and the rest women. The company hires 10 new employees and all of them are women. What is the current percentage of women in the company?
|
In a company with 90 employees, 2/3 of them are men and the rest are women. The company recently hired 10 new employees and all of them are women. What is the current percentage of women in the company?
|
In a company with an office that has 90 employees, 2/3 of them men and the rest women. The company recently hired 10 new employees and 100% of them are women. What is the current percentage of women in the company?
|
In a company with 90 employees, 2/3 of whom are men and the rest are women, who hires 10 new employees and all of them are women, what is the current proportion of women in the office?
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In a company with 90 employees, 2/3 of them are men and the rest are women, and they hire 10 new employees and 100% of them are women, what is the current percentage of women in the office?
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In a company with 90 employees, 2/3 of whom are men and the rest are women, and recently hired 10 new employees, how many women are currently employed in the office?
|
Hilary is shucking corn from ears that grew on her farm. She gets four ears of corn per stalk, and she has 108 stalks growing. Half the ears of corn have 500 kernels of corn and the other half have 100 more. How many kernels of corn does Hilary have to shuck?
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She has 108 * 4 = <<108*4=432>>432 ears of corn to shuck.
She gets 500 kernels of corn from half the ears and 500 + 100 = <<500+100=600>>600 kernels from the other half.
Half the number of ears of corn is 432 / 2 = <<432/2=216>>216 ears.
Thus, Hilary has 216 * 500 + 216 * 600 = 108000 + 129600 = <<216*500+216*600=237600>>237600 kernels to shuck.
#### 237600
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Hilary has to suck corn from ears that grew on her farm. She has four ears of corn per stalk, and half the ears have 500 kernels of corn while the other half have 100 more. How many kernels of corn must Hilary remove?
|
Hilary has to suck corn from ears that grew on her farm. She has four ears of corn per stalk, and half the ears have 500 kernels of corn while the other half have 100 more. How many kernels of corn must Hilary extract from the ears?
|
Hilary has to suck corn from ears that grew on her farm. She has four ears of corn per stalk, and half the ears have 500 kernels of corn while the other half have 100 more. How many kernels of corn must Hilary remove from the ears?
|
Hilary is shucking corn from ears that grew on her farm. She has four ears of corn per stalk, and half the ears have 500 kernels of corn while the other half have 100 more. How many kernels of corn must Hilary remove?
|
Hilary has to suck corn from ears that grew on her farm. She has four ears of corn per stalk, and half the ears have 500 kernels of corn while the other half have 100 more. How many kernels must Hilary remove from the ears?
|
Hilary has to suck corn from ears that grew on her farm. She has four ears of corn per stalk, and half the ears have 500 kernels of corn while the other half have 100 more. How many kernels of corn must Hilary extract from each ear?
|
Hilary has to suck corn from ears that grew on her farm. She has four ears of corn per stalk, and half the ears of corn have 500 kernels of corn while the other half have 100 more. How many kernels of corn must Hilary remove?
|
Hilary has to suck corn from ears that grew on her farm. She has four ears of corn per stalk, and half the ears have 500 kernels of corn while the other half have 100 more. How many kernels of corn must Hilary extract from each kernel?
|
Hilary has to suck corn from ears that grew on her farm. She has four ears of corn per stalk, and half the ears have 500 kernels of corn while the other half have 100 kernels. How many kernels of corn must Hilary remove?
|
Hilary has to suck corn from ears that grew on her farm. She has four ears of corn per stalk, and half the ears have 500 kernels of corn while the other half have 100 more. How many kernels must Hilary extract from the ears?
|
Hilary has to suck corn from ears that grew on her farm. She has four ears of corn per stalk, and half the ears of corn have 500 kernels of corn while the other half have 100 more. How many kernels of corn must Hilary extract from the ears?
|
Hilary is shucking corn from ears that grew on her farm. She has four ears of corn per stalk, and half the ears have 500 kernels of corn while the other half have 100 more. How many kernels of corn must Hilary extract from the ears?
|
James decides to bulk up. He weighs 120 kg and gains 20% of his body weight in muscle and 1 quarter that much in fat. How much does he weigh now?
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He gains 120*.2=<<120*.2=24>>24 kg in muscles
So he gains 24/4=<<24/4=6>>6 kg of fat
That means he gains a total of 24+6=<<24+6=30>>30 kg of bodyweight
So his new body weight is 120+30=<<120+30=150>>150 kg
#### 150
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James decides to bulk up. He weighs 120 kg and has gained 20% of his body weight in muscle and 1 quarter of that in fat. How much weight does he now weigh?
|
James chooses to bulk up. He weighs 120 kg and has gained 20% of his body weight in muscle and 1 quarter of that in fat. How much weight does he now weigh?
|
James decides to bulk up. He weighs 120 kg and has gained 20% of his body weight from muscle and 1 quarter of fat. How much weight does he now weigh?
|
James decides to bulk up. He weighs 120 kg and gained 20% of his body weight from muscle and 1 quarter of fat. How much weight does he now weigh?
|
James decides to bulk up. He weighs 120 kg and has gained 20% of his body weight in muscle and 1 quarter of that in fat. How much does he weigh now?
|
James decides to bulk up. He weighs 120 kg and has gained 20% of his body weight in muscle and 1 quarter of that in fat. How much weight does he currently weigh?
|
James decides to bulk up. He weighs 120 kg and gained 20% of his body weight from muscle and 1 quarter of fat. How much weight did he gain?
|
James decides to bulk up. He weighs 120 kg and gains 20% of his body weight from muscle and 1 quarter of that fat. How much does he weigh?
|
James decides to bulk up. He weighs 120 kg and has gained 20% of his body weight from muscle and 1 quarter of fat. How much weight does he currently weigh?
|
James chooses to bulk up. He weighs 120 kg and has gained 20% of his body weight in muscle and 1 quarter of that in fat. How much weight does he currently weigh?
|
James decides to bulk up. He weighs 120 kg and gains 20% of his body weight from muscle and 1 quarter of that fat. How much does he weigh now?
|
James decides to bulk up. He weighs 120 kg and has gained 20% of his body weight from muscle and 1 quarter of fat. How much does he weigh now?
|
Janet pays $40/hour for 3 hours per week of clarinet lessons and $28/hour for 5 hours a week of piano lessons. How much more does she spend on piano lessons than clarinet lessons in a year?
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First find the total Janet spends on clarinet lessons per week: $40/hour * 3 hours/week = $<<40*3=120>>120/week
Then find the total Janet spends on piano lessons per week: $28/hour * 5 hours/week = $<<28*5=140>>140/week
Then subtract her weekly clarinet spending from her weekly piano spending to find the weekly difference: $140/week - $120/week = $<<140-120=20>>20/week
Then multiply the weekly difference by the number of weeks in a year to find the annual difference: $20/week * 52 weeks/year = $<<20*52=1040>>1040/year
#### 1040
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In a year where Janet pays $40/hour for 3 hours of clarinet lessons and $28/hour for 5 hours of piano lessons, how much money does she spend on piano lessons?
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In a year where Janet pays $40/hour for 3 hours of clarinet lessons and $28/hour for 5 hours of piano lessons, how much money does Janet spend on piano lessons compared to her regular clarinet lessons?
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In a year where Janet pays $40 for clarinet lessons (3 hours per week) and $28 per hour for piano lessons (5 hours per week), how much more money does she spend on piano lessons?
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If Janet is paying $40/hour for 3 hours of clarinet lessons and $28/hour for 5 hours of piano lessons, how much money does she spend in a year attending both classes?
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In a year where Janet pays $40/hour for 3 hours of clarinet lessons and $28/hour for 5 hours of piano lessons, how much money does she spend on piano lessons compared to her regular clarinet lessons?
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In a year where Janet pays $40/hour for 3 hours of clarinet lessons and $28/hour for 5 hours of piano lessons, how much more money does she spend on piano lessons than clarinet lessons?
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In a year where Janet pays $40/hour for 3 hours of clarinet lessons and $28/hour for 5 hours of piano lessons, how much more money does she spend on piano lessons?
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In a year where Janet pays $40 for clarinet lessons (3 hours per week) and $28 per hour for piano lessons (5 hours per week), how much more time does she spend on piano lessons?
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In a year where Janet pays $40/hour for 3 hours of clarinet lessons and $28/hour for 5 hours of piano lessons, how much money does Janet spend on piano lessons?
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In a year where Janet pays $40/hour for 3 hours of clarinet lessons and $28/hour for 5 hours of piano lessons, how much money does she spend on piano lessons compared to her regular cost of clarinet lessons?
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In a year where Janet pays $40/hour for 3 hours of clarinet lessons and $28/hour for 5 hours of piano lessons, how much money does Janet spend on piano lessons compared to her regular cost of clarinet lessons?
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If Janet pays $40/hour for 3 hours of clarinet lessons and $28/hour for 5 hours of piano lessons, how much money does she spend in a year attending both classes?
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Roy owns a refrigerated warehouse where he stores produce before selling it at the farmer’s market. The fruits and vegetables he stores are very sensitive to temperature, and he must keep them all cold or they will spoil. One day, the power went out and the air conditioner was turned off for three hours, during which time the temperature rose by 8 degrees per hour. If Roy gets the power back on, it will activate the air conditioner to lower the temperature at the rate of 4 degrees F per hour. What is the amount of time, in hours, it will take for the air conditioner to restore the warehouse to 43 degrees F?
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At a rate of 8 degrees per hour, in three hours the temperature rose by 3*8=<<3*8=24>>24 degrees.
At a rate of 4 degrees per hour, the air conditioner can reduce the temperature 24 degrees in 24/4=6 hours.
#### 6
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Given that Roy owns a refrigerated warehouse in which he stores produce and sells it at the farmer’s market, and that the fruits and vegetables he stores are sensitive to temperature, he must keep them cold or they will spoil. One day, the power went out and the air conditioner was turned off for three hours, during which time the temperature rose by 8 degrees per hour. If he re-energizes the power, the air conditioner will activate the air conditioner to lower the temperature at the rate of 4 degrees F per
|
Given that Roy owns a refrigerated warehouse in which he stores produce and sells it at the farmer’s market, and that the fruits and vegetables he stores are sensitive to temperature, he must keep them cold or they will spoil. One day, the power went out and the air conditioner was turned off for three hours, during which time the temperature rose 8 degrees per hour. If he re-energizes the air conditioner, it will activate the air conditioner to lower the temperature at the rate of 4 degrees per hour.
|
Given that Roy owns a refrigerated warehouse in which he stores produce and sells it at the farmer’s market, and that the fruits and vegetables he stores are sensitive to temperature, he must keep them cold or they will spoil. One day, the power went out and the air conditioner was turned off for three hours, during which time the temperature rose 8 degrees per hour. If he re-energizes the power, the air conditioner will activate the air conditioner to lower the temperature at the rate of 4 degrees per hour?
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Given that Roy owns a refrigerated warehouse in which he stores produce and sells it at the farmer’s market, and that the fruits and vegetables he stores are sensitive to temperature, he must keep them cold or they will spoil. One day, the power went out and the air conditioner was turned off for three hours, during which time the temperature rose by 8 degrees per hour. If he re-energizes the air conditioner, it will activate the air conditioner to lower the temperature at the rate of 4 degrees per hour?
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Given that Roy owns a refrigerated warehouse in which he stores produce and sells it at the farmer’s market, and that the fruits and vegetables he stores are sensitive to temperature, he must keep them cold or they will spoil. One day, the power went out and the air conditioner was turned off for three hours, during which time the temperature rose 8 degrees per hour. If he re-energizes the air conditioner, it will activate the air conditioner to lower the temperature at the rate of 4 degrees F per
|
Given that Roy owns a refrigerated warehouse in which he stores produce and sells it at the farmer’s market, and that the fruits and vegetables he stores are sensitive to temperature, he must keep them cold or they will spoil. One day, the power went out and the air conditioner was turned off for three hours, during which time the temperature rose by 8 degrees per hour. If he re-energizes the air conditioner, it will activate the air conditioner to lower the temperature at the rate of 4 degrees F per
|
Given that Roy owns a refrigerated warehouse in which he stores produce and sells it at the farmer’s market, and that the fruits and vegetables he stores are sensitive to temperature, he must keep them cold or they will spoil. One day, the power went out and the air conditioner was turned off for three hours, during which time the temperature rose 8 degrees per hour. If he re-energizes the power, the air conditioner will activate the air conditioner to lower the temperature at the rate of 4 degrees F per
|
Given that Roy owns a refrigerated warehouse in which he stores produce and sells it at the farmer’s market, and that the fruits and vegetables he stores are sensitive to temperature, he must keep them cold or they will spoil. One day, the power went out and the air conditioner was turned off for three hours, during which time the temperature rose 8 degrees per hour. If Roy re-energizes the air conditioner, it will activate the air conditioner to lower the temperature at the rate of 4 degrees per hour.
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Given that Roy owns a refrigerated warehouse in which he stores produce and sells it at the farmer’s market, and that the fruits and vegetables he stores are sensitive to temperature, he must keep them cold or they will spoil. One day, the power went out and the air conditioner was turned off for three hours, during which time the temperature rose 8 degrees per hour. If he regains the power, the air conditioner will activate the unit to lower the temperature at the rate of 4 degrees F per hour.
|
Given that Roy owns a refrigerated warehouse in which he stores produce and sells it at the farmer’s market, and that the fruits and vegetables he stores are sensitive to temperature, he must keep them cold or they will spoil. One day, the power went out and the air conditioner was turned off for three hours, during which time the temperature increased 8 degrees per hour. If he re-energizes the air conditioner, it will activate the air conditioner to lower the temperature at the rate of 4 degrees per hour.
|
Given that Roy owns a refrigerated warehouse in which he stores produce and sells it at the farmer’s market, and that the fruits and vegetables he stores are sensitive to temperature, he must keep them cold or they will spoil. One day, the power went out and the air conditioner was turned off for three hours, during which time the temperature rose by 8 degrees per hour. If he regains the power, the air conditioner will activate the unit to lower the temperature at the rate of 4 degrees per hour.
|
Given that Roy owns a refrigerated warehouse in which he stores produce and sells it at the farmer’s market, and that the fruits and vegetables he stores are sensitive to temperature, he must keep them cold or they will spoil. One day, the power went out and the air conditioner was turned off for three hours, during which time the temperature rose by 8 degrees per hour. If he regains the power, the air conditioner will activate the unit to lower the temperature at the rate of 4 degrees F per hour?
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Very early this morning, Elise left home in a cab headed for the hospital. Fortunately, the roads were clear, and the cab company only charged her a base price of $3, and $4 for every mile she traveled. If Elise paid a total of $23, how far is the hospital from her house?
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For the distance she traveled, Elise paid 23 - 3 = <<23-3=20>>20 dollars
Since the cost per mile is $4, the distance from Elise’s house to the hospital is 20/4 = <<20/4=5>>5 miles.
#### 5
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Elise left home this morning in a cab to the hospital. The roads were clear, and the cab company charged her a base price of $3 and $4 for every mile she traveled. If Elise paid a total of $23, how far is the hospital from her home?
|
Elise left home this morning in a cab to the hospital, knowing that the roads were clear and the cab only charged her a base rate of $3 and $4 per mile. If Elise paid a total of $23, how far is the hospital from her home?
|
Elise departed from home this morning in a cab to the hospital, knowing that the roads were clear and the cab only charged her a base rate of $3 and $4 per mile. If Elise paid a total of $23, how far is the hospital from her home?
|
Elise left home this morning in a cab to the hospital. The roads were clear, and the cab company charged her a base rate of $3 and $4 for every mile she traveled. If Elise paid a total of $23, how far is the hospital from her home?
|
Elise left home this morning in a cab to the hospital, knowing that the roads were clear and the cab only charged her a base price of $3 and $4 per mile. If Elise paid a total of $23, how far is the hospital from her home?
|
Elise left home this morning in a cab to the hospital. The roads were clear, and the cab company charged her a base price of $3 and $4 per mile. If Elise paid a total of $23, how far is the hospital from her home?
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Elise left home this morning in a cab to the hospital. The roads were clear, and the cab company charged her a base rate of $3 and $4 per mile. If Elise paid a total of $23, how far is the hospital from her home?
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Elise left home this morning in a cab to the hospital. The roads were clear, and the cab driver charged her a base rate of $3 and $4 for every mile she walked. If Elise paid a total of $23, how far is the hospital from her home?
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Elise left home this morning in a cab to the hospital. The roads were clear, and the cab driver charged her a base rate of $3 and $4 for every mile she traveled. If Elise paid a total of $23, how far is the hospital from her home?
|
Elise left home this morning in a cab to the hospital. The roads were clear, and the cab driver charged her a base rate of $3 and $4 per mile. If Elise paid a total of $23, how far is the hospital from her home?
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Elise left home this morning in a cab to the hospital. The roads were clear, and the cab company charged her a base price of $3 and an additional $4 for every mile she covered. If Elise paid a total of $23, how far is the hospital from her home?
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Elise departed from home this morning in a cab to the hospital. The road was unobstructed, and the cab driver only charged her a base rate of $3 and $4 per mile. If Elise paid a total of $23, how far is the hospital from her home?
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Josh is saving up for a box of cookies. To raise the money, he is going to make bracelets and sell them. It costs $1 for supplies for each bracelet and he sells each one for $1.5. If he makes 12 bracelets and after buying the cookies still has $3, how much did the box of cookies cost?
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He makes $.5 profit on each bracelet because 1.5 - 1 = <<1.5-1=.5>>.5
He earns $6 because 12 x .5 = <<12*.5=6>>6
The cookies cost $3 because 6 - 3 = <<6-3=3>>3
#### 3
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Josh is saving up for a box of cookies. To raise the funds, he is going to make bracelets and sell them. Each bracelet costs $1 for supplies and each one is for $1.5. If he sells each bracelet for $1.5, how much did the box of cookies cost?
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Josh is saving up for a box of cookies. To raise the money, he is going to make bracelets and sell them. Each bracelet costs $1 for supplies and each one is priced at $1.5. Josh is making 12 bracelets, but he still has $3 left over after buying the bracelets. If he makes 12 bracelets, and he sells each one, how much did the box of cookies cost?
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Josh is saving up for a box of cookies. To raise the funds, he is going to make bracelets and sell them. Each bracelet costs $1 for supplies and each one is priced at $1.5. Josh is making 12 bracelets and still has $3 left over after buying the cookies. How much did the bracelets cost?
|
Josh is saving up for a box of cookies. To raise the funds, he is going to make bracelets and sell them. Each bracelet costs $1 for supplies and each one is priced at $1.5. Josh is making 12 bracelets, but he still has $3 left over after buying the bracelets. How much did the box of cookies cost?
|
Josh is saving up for a box of cookies. To raise the funds, he is going to make bracelets and sell them. Each bracelet costs $1 for supplies and each one is priced at $1.5. Josh is making 12 bracelets and still has $3 left over after buying the cookies. How much did the box of cookies cost?
|
Josh is saving up for a box of cookies. To raise the money, he is going to make bracelets and sell them. Each bracelet costs $1 for supplies and each one is priced at $1.5. Josh is making 12 bracelets, but he still has $3 left over after buying the bracelets. How much did the box of cookies cost?
|
Josh is saving up for a box of cookies. To raise the funds, he is going to make bracelets and sell them. Each bracelet costs $1 for supplies and each one is priced at $1.5. Josh is making 12 bracelets and still has $3 left over after buying the bracelets. How much did the bracelets cost?
|
Josh is saving up for a box of cookies. To raise the funds, he is going to make bracelets and sell them. Each bracelet costs $1 for supplies and each one is priced at $1.5. Josh is making 12 bracelets and still has $3 left over after buying the bracelets. If he makes 12 bracelets, and sells each one, for $1.5, how much did the box of cookies cost?
|
Josh is saving up for a box of cookies. To raise the funds, he is going to make bracelets and sell them. Each bracelet costs $1 for supplies and each one is priced at $1.5. Josh is making 12 bracelets, but he still has $3 left over after buying the cookies. How much did the box of cookies cost?
|
Josh is saving up for a box of cookies. To raise the funds, he is going to make bracelets and sell them. Each bracelet costs $1 for supplies and each one is priced at $1.5. Josh is making 12 bracelets, but he still has $3 left over after buying the bracelets. If he makes 12 bracelets, and he sells each one, how much did the box of cookies cost?
|
Josh is saving up for a box of cookies. To raise the funds, he is going to make bracelets and sell them. Each bracelet costs $1 for supplies and each one is priced at $1.5. Josh is making 12 bracelets and still has $3 left over after buying the bracelets. How much did the box of cookies cost?
|
Josh is saving up for a box of cookies. To raise the money, he is going to make bracelets and sell them. Each bracelet costs $1 for supplies and each one is priced at $1.5. Josh is making 12 bracelets and still has $3 left over after buying the bracelets. If he makes 12 bracelets, and sells each one, for $1.5, how much did the box of cookies cost?
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Colin can skip at six times the speed that Brandon can. Brandon can skip at one-third the speed that Tony can. And Tony can skip at twice the speed that Bruce can. At what speed, in miles per hour, can Colin skip if Bruce skips at 1 mile per hour?
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Tony can skip at twice the speed that Bruce can, for a speed of 1*2=<<1*2=2>>2 miles per hour.
Brandon can skip at one-third the speed that Tony can, for a speed of 2*(1/3) = 2/3 miles per hour.
Colin can skip at six times the speed that Brandon can, for a speed of (2/3*6=4 miles per hour).
#### 4
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If Bruce moves at 1 mile per hour, what is the speed Colin can skip at if Colin moves at six times the speed of Brandon? If Brandon can skip at one-third the speed of Tony, and if Tony can skip at twice the speed of Bruce, what is Colin's speed at this speed?
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What is the speed Colin can skip at if Bruce skips at 1 mile per hour? Colin can skip at six times the speed of Brandon, Brandon at one-third the speed of Tony, and Tony at twice the speed of Bruce.
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Colin has the ability to skip at six times the speed of Brandon, while Brandon can skip at one-third the speed of Tony and Bruce can skip at twice the speed of Bruce. If Bruce moves at 1 mile per hour, what is Colin's speed at which Colin can skip?
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If Bruce moves at 1 mile per hour, what is the speed Colin can skip at if Colin moves at six times the speed of Brandon? If Brandon can skip at one-third the speed of Tony, and if Tony can skip at twice the speed of Bruce, what is Colin's speed?
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If Bruce moves at 1 mile per hour, what is the speed Colin can skip at if Colin moves at six times the speed of Brandon? If Brandon can skip at one-third the speed of Tony, and if Tony can skip at twice the speed of Bruce, what is the speed Colin can skip?
|
If Bruce moves at 1 mile per hour, what is the speed Colin can skip at if Colin moves at six times the speed of Brandon? If Brandon can skip at one-third the speed of Tony and if Tony can skip at twice the speed of Bruce?
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Colin has the ability to skip at six times the speed of Brandon, at one-third the speed of Tony, and at twice the speed of Bruce. If Bruce moves at 1 mile per hour, what is Colin's speed at which Colin can skip?
|
If Bruce moves at 1 mile per hour, what is the speed Colin can skip at if Colin moves at six times the speed of Brandon? If Brandon can skip at one-third the speed of Tony, and if Tony can skip at twice the speed of Bruce, what is the speed Colin can skip at?
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Colin can move at six times the speed of Brandon, while Brandon can move at one-third the speed of Tony and Bruce can move at twice the speed of Bruce. If Bruce moves at 1 mile per hour, what is Colin's speed at which Colin can move?
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Colin has the ability to skip at six times the speed of Brandon, at one-third the speed of Tony, and at twice the speed of Bruce. If Bruce moves at 1 mile per hour, what is Colin's speed at which he can achieve six times the speed of Colin?
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If Bruce moves at 1 mile per hour, what is the speed Colin can skip at if Colin moves at six times the speed of Brandon? If Brandon can skip at one-third the speed of Tony, and if Tony can skip at twice the speed of Bruce, what is Colin's speed at these speeds?
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If Bruce moves at 1 mile per hour, Colin can skip at six times the speed of Brandon. Brandon can skip at one-third the speed of Tony. Tony can skip twice the speed of Bruce. At what speed, in miles per hour, can Colin skip?
|
Janet, a third grade teacher, is picking up the sack lunch order from a local deli for the field trip she is taking her class on. There are 35 children in her class, 5 volunteer chaperones, and herself. She she also ordered three additional sack lunches, just in case there was a problem. Each sack lunch costs $7. How much do all the lunches cost in total?
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Janet needs 35 lunches for the kids + 5 for the chaperones + 1 for herself + 3 extras = <<35+5+1+3=44>>44 lunches.
Each lunch is $7, so lunch for the field trip costs $7 per lunch * 44 lunches = $<<7*44=308>>308 total
#### 308
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In preparation for a field trip with 35 children, 5 volunteer chaperones, and herself, Janet, a third grade teacher, is picking up the sack lunch order from a local deli. Given that each sack lunch costs $7, what is the total cost of the three additional sack lunches ordered by Janet?
|
In preparation for a field trip with 35 children, 5 volunteer chaperones, and herself, Janet, a third grade teacher, is picking up the sack lunch order from a local deli. Given that each lunch costs $7, what is the total cost of the three additional sack lunches?
|
In preparation for a field trip with 35 children, 5 volunteer chaperones, and herself, Janet, a third grade teacher, is picking up the sack lunch order from a local deli. Given that each lunch costs $7, what is the total cost of the three additional sack lunches ordered by Janet?
|
In preparation for her field trip with 35 children, 5 volunteer chaperones, and herself, Janet, a third grade teacher, is picking up the sack lunch order from a local deli. Given that each sack lunch costs $7, what is the total cost of the three additional sack lunches ordered by Janet?
|
In preparation for a field trip with 35 children, 5 volunteer chaperones, and herself, Janet, a third grade teacher, is picking up the sack lunch order from a local deli. Given that each sack lunch costs $7, what is the total cost of the three additional sack lunches?
|
In preparation for a field trip with 35 children, 5 volunteer chaperones, and herself, Janet, a third grade teacher, is picking up the sack lunch order from a local deli. Given that each lunch costs $7, what is the total cost of the three additional sack lunches that she has ordered?
|
In preparation for a field trip with 35 children, 5 volunteer chaperones, and herself, Janet, a third grade teacher, is picking up the sack lunch order from a local deli. Given that each sack lunch costs $7, what is the total cost of the three additional sack lunches that she has ordered?
|
In preparation for her field trip with 35 children, 5 volunteer chaperones, and herself, Janet, a third grade teacher, is picking up the sack lunch order from a local deli. Given that each sack lunch costs $7, what is the total cost of the three additional sack lunches that she has ordered?
|
In preparation for her field trip with 35 children, 5 volunteer chaperones, and herself, Janet, a third grade teacher, is picking up the sack lunch order from a local deli. Given that each sack lunch costs $7, what is the total cost of the three additional sack lunches?
|
In preparation for her field trip with 35 children, 5 volunteer chaperones, and herself, Janet, a third grade teacher, is picking up the sack lunch order from a local deli. Given that each lunch costs $7, what is the total cost of the sack lunches that she has ordered?
|
While on a field trip with 35 children, 5 volunteer chaperones, and herself, Janet, a third grade teacher, is picking up the sack lunch order from a local deli. Given that each lunch costs $7, what is the total cost of the sack lunches that she has ordered?
|
In preparation for a field trip with 35 children, 5 volunteer chaperones, and herself, Janet, a third grade teacher, is picking up the sack lunch order from a local deli. Given that each lunch costs $7, what is the total cost of the sack lunches that she has ordered?
|
At 30, Anika is 4/3 the age of Maddie. What would be their average age in 15 years?
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If Anika is 30 now, in 15 years, she'll be 30+15=<<30+15=45>>45 years old.
At 30, Anika is 4/3 the age of Maddie, meaning Maddie is 4/3*30=<<4/3*30=40>>40 years.
In 15 years, Maddie will be 40+15=<<40+15=55>>55 years old.
Their total age in 15 years will be 55+45=<<55+45=100>>100
Their average age in 15 years will be 100/2=<<100/2=50>>50
#### 50
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If Anika is 4/3 the age of Maddie, and Anika is 30 years old, what would be their average age in 15 years?
|
If Anika is 4/3 as old as Maddie and Anika is 30 years old, what would be their average age in 15 years?
|
If Anika is 4/3 the age of Maddie and Anika is 30 years old, what would be their average age in 15 years?
|
Given that Maddie is 4/3 the age of Anika at 30 years old and Anika is 4/3 the age of Maddie, what would be their average age in 15 years?
|
If Anika is 4/3 as old as Maddie and Anika is 30 years old, what would their average age be in 15 years?
|
If Anika is 4/3 the age of Maddie, and Anika is 30 years old, what would be Maddie's average age in 15 years?
|
Given that Anika is 4/3 the age of Maddie, and Anika is 30 years old, what would be Maddie's average age in 15 years?
|
Given that Anika is 4/3 the age of Maddie, and Anika is 30 years old, what would be their average age in 15 years?
|
If Anika is 4/3 of Maddie's age and Anika is 30 years old, what would be their average age in 15 years?
|
Given that Maddie is 4/3 the age of Anika and Anika is 30 years old, what would be Maddie's average age in 15 years?
|
Given that Maddie is 4/3 the age of Anika and Anika is 30 years old, what would be their average age in 15 years?
|
Given that Maddie is 4/3 the age of Anika at 30 years old and Anika is 4/3 the age of Maddie, what would their average age be in 15 years from now?
|
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