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7
Solve: -2x + 10 ≤ 6
Solve the inequality.
Isolate x by subtracting b then dividing by a (flip sign if dividing by negative).
x ≤ 2
What is -486 ÷ -27?
Divide evenly.
Divide -486 by -27.
18
If each item costs 5 dollars and the total cost is 140, how many items were bought?
Solve using algebra.
Divide total cost by price per item.
28
What is -28 × 4?
Multiply the numbers.
Multiply -28 by 4.
-112
What is 174 - -104?
Subtract the second number from the first.
Subtract -104 from 174.
278
What is 56 × 26?
Multiply the numbers.
Multiply 56 by 26.
1456
Solve for x: 11x + -26 = -114
Solve the linear equation.
Subtract b from both sides, then divide by a.
-8
What is -31 × -3?
Multiply the numbers.
Multiply -31 by -3.
93
What is 8^2?
Evaluate the integer exponent.
Multiply 8 by itself 2 times (0th power = 1).
64
Solve for x: 5(x + 12) = 110
Solve a two-step equation.
Divide both sides by a, then subtract b.
10
Solve: 5x + 11 > -29
Solve the inequality.
Isolate x by subtracting b then dividing by a (flip sign if dividing by negative).
x > -8
What is -1^3?
Evaluate the integer exponent.
Multiply -1 by itself 3 times (0th power = 1).
-1
Solve: -9x + 4 < 31
Solve the inequality.
Isolate x by subtracting b then dividing by a (flip sign if dividing by negative).
x < -3
Solve for x: -8(x + 14) = -16
Solve a two-step equation.
Divide both sides by a, then subtract b.
-12
Solve for x: -2(x + 9) = 8
Solve a two-step equation.
Divide both sides by a, then subtract b.
-13
What is 59 × 57?
Multiply the numbers.
Multiply 59 by 57.
3363
What is 60 + -9?
Add the two numbers.
Add 60 and -9.
51
What is -34 - -294?
Subtract the second number from the first.
Subtract -294 from -34.
260
Solve for x: -5(x + 2) = -15
Solve a two-step equation.
Divide both sides by a, then subtract b.
1
If each item costs 9 dollars and the total cost is 261, how many items were bought?
Solve using algebra.
Divide total cost by price per item.
29
What is -17 × 55?
Multiply the numbers.
Multiply -17 by 55.
-935
Solve for x: 4x + 18 = -34
Solve the linear equation.
Subtract b from both sides, then divide by a.
-13
If each item costs -7 dollars and the total cost is -49, how many items were bought?
Solve using algebra.
Divide total cost by price per item.
7
What is 2^3?
Evaluate the integer exponent.
Multiply 2 by itself 3 times (0th power = 1).
8
Solve: -10x + -10 ≥ -150
Solve the inequality.
Isolate x by subtracting b then dividing by a (flip sign if dividing by negative).
x ≥ 14
Solve for x: -11x + -19 = -118
Solve the linear equation.
Subtract b from both sides, then divide by a.
9
Solve for x: 2x + 4 = -32
Solve the linear equation.
Subtract b from both sides, then divide by a.
-18
What is 121 + -274?
Add the two numbers.
Add 121 and -274.
-153
Solve: -6x + -20 < -134
Solve the inequality.
Isolate x by subtracting b then dividing by a (flip sign if dividing by negative).
x < 19
What is -8^0?
Evaluate the integer exponent.
Multiply -8 by itself 0 times (0th power = 1).
1
If each item costs 5 dollars and the total cost is 25, how many items were bought?
Solve using algebra.
Divide total cost by price per item.
5
What is -216 ÷ 12?
Divide evenly.
Divide -216 by 12.
-18
What is 37 + 175?
Add the two numbers.
Add 37 and 175.
212
Solve for x: -8(x + 6) = -80
Solve a two-step equation.
Divide both sides by a, then subtract b.
4
What is -182 ÷ -14?
Divide evenly.
Divide -182 by -14.
13
What is -243 + -13?
Add the two numbers.
Add -243 and -13.
-256
What is -56 - -97?
Subtract the second number from the first.
Subtract -97 from -56.
41
Solve for x: 12x + 7 = -17
Solve the linear equation.
Subtract b from both sides, then divide by a.
-2
Simplify 100/10
Reduce the fraction to simplest form.
Divide numerator and denominator by their GCD and normalize sign.
10
What is 120 - -21?
Subtract the second number from the first.
Subtract -21 from 120.
141
What is 127 - 215?
Subtract the second number from the first.
Subtract 215 from 127.
-88
What is 201 + 203?
Add the two numbers.
Add 201 and 203.
404
What is 20 ÷ -10?
Divide evenly.
Divide 20 by -10.
-2
If each item costs 13 dollars and the total cost is -208, how many items were bought?
Solve using algebra.
Divide total cost by price per item.
-16
Solve for x: 7(x + 12) = 77
Solve a two-step equation.
Divide both sides by a, then subtract b.
-1
Solve for x: -5x + -4 = 81
Solve the linear equation.
Subtract b from both sides, then divide by a.
-17
Simplify -4/2
Reduce the fraction to simplest form.
Divide numerator and denominator by their GCD and normalize sign.
-2
Solve: -6x + -7 > 107
Solve the inequality.
Isolate x by subtracting b then dividing by a (flip sign if dividing by negative).
x > -19
Simplify -32/16
Reduce the fraction to simplest form.
Divide numerator and denominator by their GCD and normalize sign.
-2
What is 16 - 99?
Subtract the second number from the first.
Subtract 99 from 16.
-83
Solve for x: 5(x + 2) = 65
Solve a two-step equation.
Divide both sides by a, then subtract b.
11
What is -169 ÷ -13?
Divide evenly.
Divide -169 by -13.
13
What is -71 - -163?
Subtract the second number from the first.
Subtract -163 from -71.
92
What is 190 + 173?
Add the two numbers.
Add 190 and 173.
363
What is 51 × -48?
Multiply the numbers.
Multiply 51 by -48.
-2448
What is 8^1?
Evaluate the integer exponent.
Multiply 8 by itself 1 times (0th power = 1).
8
What is 36 × -30?
Multiply the numbers.
Multiply 36 by -30.
-1080
Solve: 2x + 9 > -17
Solve the inequality.
Isolate x by subtracting b then dividing by a (flip sign if dividing by negative).
x > -13
Simplify 49/7
Reduce the fraction to simplest form.
Divide numerator and denominator by their GCD and normalize sign.
7
What is 47 - -291?
Subtract the second number from the first.
Subtract -291 from 47.
338
Solve: 5x + -17 ≤ 78
Solve the inequality.
Isolate x by subtracting b then dividing by a (flip sign if dividing by negative).
x ≤ 19
What is 0 ÷ 25?
Divide evenly.
Divide 0 by 25.
0
What is 17 × 59?
Multiply the numbers.
Multiply 17 by 59.
1003
What is 220 ÷ 20?
Divide evenly.
Divide 220 by 20.
11
What is -8^0?
Evaluate the integer exponent.
Multiply -8 by itself 0 times (0th power = 1).
1
What is 14 × 59?
Multiply the numbers.
Multiply 14 by 59.
826
What is -94 - -108?
Subtract the second number from the first.
Subtract -108 from -94.
14
Simplify -55/11
Reduce the fraction to simplest form.
Divide numerator and denominator by their GCD and normalize sign.
-5
Solve for x: 3x + -6 = 6
Solve the linear equation.
Subtract b from both sides, then divide by a.
4
Solve for x: -2(x + 13) = -18
Solve a two-step equation.
Divide both sides by a, then subtract b.
-4
What is 119 ÷ 7?
Divide evenly.
Divide 119 by 7.
17
What is 291 + 233?
Add the two numbers.
Add 291 and 233.
524
Solve: 5x + 17 ≥ 2
Solve the inequality.
Isolate x by subtracting b then dividing by a (flip sign if dividing by negative).
x ≥ -3
What is 116 - 287?
Subtract the second number from the first.
Subtract 287 from 116.
-171
Solve: -4x + 4 < 64
Solve the inequality.
Isolate x by subtracting b then dividing by a (flip sign if dividing by negative).
x < -15
If each item costs -7 dollars and the total cost is 105, how many items were bought?
Solve using algebra.
Divide total cost by price per item.
-15
Solve: -7x + -16 ≤ 12
Solve the inequality.
Isolate x by subtracting b then dividing by a (flip sign if dividing by negative).
x ≤ -4
What is -17 - 141?
Subtract the second number from the first.
Subtract 141 from -17.
-158
If each item costs 9 dollars and the total cost is -126, how many items were bought?
Solve using algebra.
Divide total cost by price per item.
-14
What is 197 - -177?
Subtract the second number from the first.
Subtract -177 from 197.
374
What is -450 ÷ -25?
Divide evenly.
Divide -450 by -25.
18
Solve for x: -3(x + 5) = -51
Solve a two-step equation.
Divide both sides by a, then subtract b.
12
Solve for x: -12x + -29 = -89
Solve the linear equation.
Subtract b from both sides, then divide by a.
5
Solve for x: 3(x + 4) = -27
Solve a two-step equation.
Divide both sides by a, then subtract b.
-13
What is -5^3?
Evaluate the integer exponent.
Multiply -5 by itself 3 times (0th power = 1).
-125
What is -116 ÷ 29?
Divide evenly.
Divide -116 by 29.
-4
Solve for x: 4x + -1 = 3
Solve the linear equation.
Subtract b from both sides, then divide by a.
1
Solve for x: 1x + -21 = -30
Solve the linear equation.
Subtract b from both sides, then divide by a.
-9
What is 8^1?
Evaluate the integer exponent.
Multiply 8 by itself 1 times (0th power = 1).
8
Solve for x: -6x + 30 = 48
Solve the linear equation.
Subtract b from both sides, then divide by a.
-3
Solve for x: -5(x + 15) = -5
Solve a two-step equation.
Divide both sides by a, then subtract b.
-14
Solve: -7x + 6 ≤ 76
Solve the inequality.
Isolate x by subtracting b then dividing by a (flip sign if dividing by negative).
x ≤ -10
What is 23 × -48?
Multiply the numbers.
Multiply 23 by -48.
-1104
Solve for x: 6(x + 6) = 0
Solve a two-step equation.
Divide both sides by a, then subtract b.
-6
If each item costs 18 dollars and the total cost is 36, how many items were bought?
Solve using algebra.
Divide total cost by price per item.
2
Solve: 5x + 17 ≤ -68
Solve the inequality.
Isolate x by subtracting b then dividing by a (flip sign if dividing by negative).
x ≤ -17
Simplify 18/6
Reduce the fraction to simplest form.
Divide numerator and denominator by their GCD and normalize sign.
3
Solve for x: -2(x + -6) = 16
Solve a two-step equation.
Divide both sides by a, then subtract b.
-2
Solve for x: -4(x + -10) = 48
Solve a two-step equation.
Divide both sides by a, then subtract b.
-2
What is 126 ÷ -14?
Divide evenly.
Divide 126 by -14.
-9
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Large-Scale Mathematic Reasoning-3500000

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Contents

  • Addition
  • Subtraction
  • Multiplication
  • Division
  • Linear equations
  • Fractional equations
  • Two step equations
  • Algebra word problems Synthetic algebra-heavy math reasoning dataset.

Each row:

  • question
  • problem
  • how_to_solve
  • answer

Useage

Licensed under MIT Free to use for everyone ##Notes It is

  • Better to use smaller variants of this dataset for finetuning
  • Better to use very small variants of this dataset for evaluation
  • Better to use large variants of this dataset for pre-training
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