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openr1_math
1d57f4b3-c516-5522-91cc-a60dd91f6f66_0
olympiads
[ { "content": "3. (6 points) A construction company was building a tunnel. When $\\frac{1}{3}$ of the tunnel was completed at the original speed, they started using new equipment, which increased the construction speed by $20 \\%$ and reduced the working hours to $80 \\%$ of the original. As a result, it took a ...
openr1_math
1d57f4b3-c516-5522-91cc-a60dd91f6f66_1
olympiads
[ { "content": "3. (6 points) A construction company was building a tunnel. When $\\frac{1}{3}$ of the tunnel was completed at the original speed, they started using new equipment, which increased the construction speed by $20 \\%$ and reduced the working hours to $80 \\%$ of the original. As a result, it took a ...
openr1_math
ea24dff6-9e4d-5c55-9ec0-c4d55424997a_0
cn_contest
[ { "content": "4. Given the three sides of an obtuse triangle are 3, $4, x$, then the range of values for $x$ is ( ).\n(A) $1<x<7$.\n(B) $5 \\ll x<7$.\n(C) $1<x<\\sqrt{7}$.\n(D) $5<x<7$ or $1<x<\\sqrt{7}$.", "from": null, "role": "user", "value": null }, { "content": "<think>\nOkay, so I have...
openr1_math
ea24dff6-9e4d-5c55-9ec0-c4d55424997a_1
cn_contest
[ { "content": "4. Given the three sides of an obtuse triangle are 3, $4, x$, then the range of values for $x$ is ( ).\n(A) $1<x<7$.\n(B) $5 \\ll x<7$.\n(C) $1<x<\\sqrt{7}$.\n(D) $5<x<7$ or $1<x<\\sqrt{7}$.", "from": null, "role": "user", "value": null }, { "content": "<think>\nOkay, so I need...
openr1_math
a583d65c-9b4c-56ce-8263-47edbc22baa3_0
olympiads
[ { "content": "1. Solve the equation: $\\frac{8 x+13}{3}=\\frac{19-12 x}{2}-\\left(16 x-\\frac{7-4 x}{6}\\right)$.", "from": null, "role": "user", "value": null }, { "content": "<think>\nOkay, so I need to solve this equation: (8x + 13)/3 = (19 - 12x)/2 - (16x - (7 - 4x)/6). Hmm, that looks a...
openr1_math
a583d65c-9b4c-56ce-8263-47edbc22baa3_1
olympiads
[ { "content": "1. Solve the equation: $\\frac{8 x+13}{3}=\\frac{19-12 x}{2}-\\left(16 x-\\frac{7-4 x}{6}\\right)$.", "from": null, "role": "user", "value": null }, { "content": "<think>\nOkay, so I need to solve this equation: (8x + 13)/3 = (19 - 12x)/2 - (16x - (7 - 4x)/6). Hmm, that looks a...
openr1_math
79e837be-2801-5a6a-bc7a-0acee3cdd5fd_0
olympiads
[ { "content": "A right-angled triangle has side lengths that are integers. What could be the last digit of the area's measure, if the length of the hypotenuse is not divisible by 5?", "from": null, "role": "user", "value": null }, { "content": "<think>\nOkay, so I need to figure out the possi...
openr1_math
79e837be-2801-5a6a-bc7a-0acee3cdd5fd_1
olympiads
[ { "content": "A right-angled triangle has side lengths that are integers. What could be the last digit of the area's measure, if the length of the hypotenuse is not divisible by 5?", "from": null, "role": "user", "value": null }, { "content": "<think>\nOkay, so I need to figure out the possi...
openr1_math
167ecbbb-4270-534f-afa5-75d01d968ab5_0
aops_forum
[ { "content": "Let $a_n\\ (n\\geq 1)$ be the value for which $\\int_x^{2x} e^{-t^n}dt\\ (x\\geq 0)$ is maximal. Find $\\lim_{n\\to\\infty} \\ln a_n.$", "from": null, "role": "user", "value": null }, { "content": "<think>\nOkay, so I need to find the limit as n approaches infinity of the natur...
openr1_math
167ecbbb-4270-534f-afa5-75d01d968ab5_1
aops_forum
[ { "content": "Let $a_n\\ (n\\geq 1)$ be the value for which $\\int_x^{2x} e^{-t^n}dt\\ (x\\geq 0)$ is maximal. Find $\\lim_{n\\to\\infty} \\ln a_n.$", "from": null, "role": "user", "value": null }, { "content": "<think>\nOkay, so I have this problem here where I need to find the limit as n a...
openr1_math
167ecbbb-4270-534f-afa5-75d01d968ab5_2
aops_forum
[ { "content": "Let $a_n\\ (n\\geq 1)$ be the value for which $\\int_x^{2x} e^{-t^n}dt\\ (x\\geq 0)$ is maximal. Find $\\lim_{n\\to\\infty} \\ln a_n.$", "from": null, "role": "user", "value": null }, { "content": "<think>\nOkay, let's try to tackle this problem step by step. So, we have this i...
openr1_math
167ecbbb-4270-534f-afa5-75d01d968ab5_3
aops_forum
[ { "content": "Let $a_n\\ (n\\geq 1)$ be the value for which $\\int_x^{2x} e^{-t^n}dt\\ (x\\geq 0)$ is maximal. Find $\\lim_{n\\to\\infty} \\ln a_n.$", "from": null, "role": "user", "value": null }, { "content": "<think>\nOkay, let me try to work through this problem step by step. The problem...
openr1_math
84f224e8-719b-5b42-a410-27816014bdd3_0
olympiads
[ { "content": "11. Given that the internal angles $A, B, C$ of $\\triangle ABC$ have opposite sides $a, b, c$ respectively, and $\\sqrt{3} b \\cos \\frac{A+B}{2}=c \\sin B$.\n(1) Find the size of $\\angle C$;\n(2) If $a+b=\\sqrt{3} c$, find $\\sin A$.", "from": null, "role": "user", "value": null }...
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