data_source stringclasses 1
value | prompt listlengths 1 1 | difficulty stringclasses 8
values | ability stringclasses 1
value | reward_model dict | extra_info dict | responses listlengths 640k 640k | __index_level_0__ int64 33 34.7k |
|---|---|---|---|---|---|---|---|
[{"content":"In the plane rectangular coordinate system $xOy$, the equation of the hyperbola $C$ is (...TRUNCATED) | 4/8 | math | {
"ground_truth": "\\sqrt{2}",
"style": "rule"
} | {
"index": 33,
"split": "train"
} | [1986,374,264,6351,476,17003,3405,11,323,432,374,5000,311,3410,264,2118,323,4396,4226,13,358,1184,31(...TRUNCATED) | 33 | |
[{"content":"In the subtraction shown, $K, L, M$, and $N$ are digits. What is the value of $K+L+M+N$(...TRUNCATED) | 2/8 | math | {
"ground_truth": "17",
"style": "rule"
} | {
"index": 47,
"split": "train"
} | [32313,11,1077,594,1430,311,11625,419,3491,3019,553,3019,13,576,3491,374,264,75240,25,220,21,42,15,4(...TRUNCATED) | 47 | |
[{"content":"On a particular street in Waterloo, there are exactly 14 houses, each numbered with an (...TRUNCATED) | 4/8 | math | {
"ground_truth": "506",
"style": "rule"
} | {
"index": 56,
"split": "train"
} | [1986,374,264,6351,476,17003,3405,11,323,432,374,5000,311,3410,264,2118,323,4396,4226,13,358,1184,31(...TRUNCATED) | 56 | |
[{"content":"Thirty-six hundredths is equal to\n(A) 0.36\n(B) 360\n(C) 3.6\n(D) 0.036\n(E) 0.0036 Le(...TRUNCATED) | 1/8 | math | {
"ground_truth": "0.36",
"style": "rule"
} | {
"index": 75,
"split": "train"
} | [32313,11,1077,594,1490,13,576,3405,374,10161,1128,26127,54441,7739,16896,374,6144,311,13,88190,11,3(...TRUNCATED) | 75 | |
[{"content":"Let \\( S = \\{ 1, 2, \\cdots, 2005 \\} \\). Find the smallest number \\( n \\) such th(...TRUNCATED) | 5/8 | math | {
"ground_truth": "16",
"style": "rule"
} | {
"index": 117,
"split": "train"
} | [1986,374,264,6351,476,17003,3405,11,323,432,374,5000,311,3410,264,2118,323,4396,4226,13,358,1184,31(...TRUNCATED) | 117 | |
[{"content":"A theater box office sells $2n$ tickets at 5 cents each, with each person limited to bu(...TRUNCATED) | 1/8 | math | {
"ground_truth": "\\frac{1}{n+1}\\binom{2n}{n}",
"style": "rule"
} | {
"index": 120,
"split": "train"
} | [1986,374,264,6351,476,17003,3405,11,323,432,374,5000,311,3410,264,2118,323,4396,4226,13,358,1184,31(...TRUNCATED) | 120 | |
[{"content":"Find the largest integer $n$ satisfying the following conditions:\n(i) $n^2$ can be exp(...TRUNCATED) | 4/8 | math | {
"ground_truth": "181",
"style": "rule"
} | {
"index": 158,
"split": "train"
} | [1986,374,264,6351,476,17003,3405,11,323,432,374,5000,311,3410,264,2118,323,4396,4226,13,358,1184,31(...TRUNCATED) | 158 | |
[{"content":"Given a square with four vertices and its center, find the probability that the distanc(...TRUNCATED) | 6/8 | math | {
"ground_truth": "\\frac{2}{5}",
"style": "rule"
} | {
"index": 159,
"split": "train"
} | [1986,374,264,6351,476,17003,3405,11,323,432,374,5000,311,3410,264,2118,323,4396,4226,13,358,1184,31(...TRUNCATED) | 159 | |
[{"content":"Prove that the reciprocal of the real root of the equation \\( x^3 - x + 1 = 0 \\) sati(...TRUNCATED) | 4/8 | math | {
"ground_truth": "-0.8",
"style": "rule"
} | {
"index": 178,
"split": "train"
} | [1986,374,264,6351,476,17003,3405,11,323,432,374,5000,311,3410,264,2118,323,4396,4226,13,358,1184,31(...TRUNCATED) | 178 | |
[{"content":"Find a nonzero monic polynomial $P(x)$ with integer coefficients and minimal degree suc(...TRUNCATED) | 7/8 | math | {
"ground_truth": "x^{3}-3x^{2}+9x-9",
"style": "rule"
} | {
"index": 208,
"split": "train"
} | [1986,374,264,6351,476,17003,3405,11,323,432,374,5000,311,3410,264,2118,323,4396,4226,13,358,1184,31(...TRUNCATED) | 208 |
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