1. 498 + 254 =
A: 732
B: 752
C: 742
D: 753

2. 5997 + 4327 =
A: 10,234
B: 10,442
C: 10,324
D: 10,554

3. 3,788 + 2,265 =
A: 6,053
B: 5,053
C: 6,054
D: 6,044

4. 7,769 – 3,628 =
A: 4,133
B: 4,142
C: 4,041
D: 4,141

5. 783 – 396 =
A: 387
B: 377
C: 397
D: 407

6. 3,077 – 2,488 =
A: 579
B: 590
C: 578
D: 589

7. 198 x 6 =
A: 1,288
B: 1,268
C: 1,378
D: 1,188

8. 519 x 19 =
A: 8,981
B: 9,861
C: 10,681
D: 9,691

9. 301 x 35 =
A: 10,535
B: 8,544
C: 10,574
D: 10,775

10. 469 ÷ 3 =
A: 151 r2
B: 146 r1
C: 157 r2
D: 156 r1

11. 303 ÷ 4 =
A: 73 r3
B: 75 r3
C: 64 r1
D: 72 r3

12. 14,883 ÷ 36 =
A: 410 r12
B: 412 r14
C: 413 r15
D: 415 r17

13. Express 546/1000 as a decimal.
A: .0546
B: .546
C: 54.6
D: 546.000

14. .89 + 3.8 + .036 =
A: 47.26
B: 4.726
C: 48.26
D: 4.826

15. .27 x .4 =
A: 1.08
B: .0108
C: 10.8
D: .108

16. .84 ÷ .6 =
A: 14
B: .14
C: .014
D: 1.4

17. Express the hundredths place in .2380
A: 3
B: 2
C: 0
D: 8

18. .37 - .19 =
A: .19
B: .019
C: 17
D: .18

19. Round 5.788 to the nearest hundredth.
A: 5.8
B: 5.79
C: 5.80
D: 5.77

20. Which is the equivalent decimal number for three hundred sixty-four thousandths?
A: .364
B: 364,000
C: 3.6400
D: .0364

21. 3 1/3 + 4 + 2/5 =
A: 8 ľ
B: 7 2/3
C: 7 ˝
D: 7 11/15

22. 4 ľ - 2 ˝ =
A: 2 Ľ
B: 2 ˝
C: 3 Ľ
D: 2 1/3

23. 4 1/5 x ľ x 6 =
A: 17 4/5
B: 16 2/3
C: 20 ˝
D: 18 9/10

24. 2/7 ÷ 1/9 =
A: 18/7
B: 7/2
C: 7/18
D: 2/63

25. Which of the following is correct?
A: 9/15 = 3/4
B: 12/15 = 4/5
C: 12/16 = 2/3
D: 3/15 = 1/4

26. Solve for x: 4/x = 1/5
A: 15
B: 18
C: 12
D: 20

27. Reduce 12/156 to lowest terms.
A: 1/12
B: 2/7
C: 1/13
D: 1/10

28. Express 17/6 as a mixed fraction.
A: 2 5/6
B: 3 1/6
C: 2 2/6
D: 2 1/6

29. Express seventy four hundredths as a percentage.
A: 740%
B: 7.4%
C: 74%
D: .74%

30. 15% of 120 =
A: 16
B: 15
C: 18
D: 20

31. 9 is what percent of 72?
A: 10%
B: 15%
C: 18%
D: 12.5%

32. 4 is what percent of 50?
A: 9%
B: 8%
C: 10%
D: 4%

33. Four tenths of 18 equals:
A: 6.8
B: 7
C: 7.2
D: 7.4

34. .6% of 18 equals:
A: 1.08
B: 10.8
C: .108
D: .0108

35. The ratio of 7:4 = (?)%
A: 160%
B: 67%
C: 175%
D: 125%

36. 2/4 = (?)% x 2/5
A: 125%
B: 110%
C: 105%
D: 135%

37. Express 4/16 as a decimal.
A: .5
B: .025
C: .25
D: .05

38. Express .24 as a percentage.
A: 2.4%
B: .24%
C: .024%
D: 24%

39. Express 14/4 as a percentage.
A: 30%
B: 333%
C: 300%
D: 350%

40. Express 5/25 as a percentage.
A: 20%
B: 15%
C: 25%
D: 30%

41. 1.5/50% = ?
A: 3
B: 4.5
C: 6
D: 1.5

42. Express .075 as a percentage.
A: 75%
B: 750%
C: .75%
D: 7.5%

43. Express the ratio of 6:14 as a percentage.
A: 40%
B: 50%
C: 43%
D: 55%

44. Express 3/8 as a percentage.
A: 33%
B: 30%
C: 37.5%
D: 40%

45. Express 8.6% as a reduced fraction.
A: 21/250
B: 86/1,000
C: 22/84
D: 43/500

46. Express 160% as a decimal.
A: 16
B: 1.6
C: .016
D: .16

47. Solve for x: 24 is 60% of x
A: 4
B: 400
C: 20
D: 40

48. 8% of x is equal to 48. Solve for x.
A: 600
B: 540
C: 480
D: 640

49. Express 32/96 as a reduced common fraction.
A: ˝
B: 2/5
C: 3/5
D: 1/3

50. Express 37% as a decimal.
A: 37.0
B: .37
C: 3.7
D: .037

51. 8 is 40% of x. Solve for x.
A: 50
B: 40
C: 20
D: 30

52. 25% of x is 50. Solve for x.
A: 260
B: 220
C: 240
D: 200

53. 4b + 2b – 5b =
A: 2b
B: b
C: -b
D: -2b

54. (5y² – 4y) + (2y² + 6y -9) =
A: 6y² +2y – 9
B: 7y² + 2y – 9
C: 6y² + y – 9
D: 5y² + 2y – 9

55. 4x – 6 = 42. Solve for x.
A: 12
B: 10
C: 8
D: 14

56. 5(x – 6) = 4x + 4. Solve for x.
A: 28
B: 32
C: 30
D: 34

57. 5ab² + 3ab² =
A: 8a²b⁴
B: 8
C: 8a²b²
D: 8ab²

58. 5(3y – 5) + 2 – 6(y + 7) =
A: 7y – 55
B: 9y – 65
C: 15y – 55
D: 10y – 65

59. 7x + 6 = 34. Solve for x.
A: 4
B: 6
C: -2
D: 2

60. 4x + 7 = 2(x – 3). Solve for x.
A: 6.5
B: 6
C: -6.5
D: -5.5

Answer Key

1. B. Carrying in addition of whole numbers.
2. C. Carrying in addition of whole numbers.
3. A. Basic number facts in addition of whole numbers.
4. D. Basic number facts in subtraction of whole numbers.
5. A. Borrowing in subtraction of whole numbers.
6. D. Borrowing through zero in whole numbers.
7. D. Single-digit multiplication of whole numbers.
8. B. Double-digit multiplication of whole numbers.
9. A. Multiplication of whole numbers involving carrying through zero.
10. D. Basic short division operations with whole numbers.
11. B. Short division of whole numbers involving zero.
12. C. Long division of whole numbers.
13. B. Translating a common fraction into a decimal.
14. B. Placing the decimal point in addition.
15. D. Placing the decimal point in multiplication.
16. D. Placing the decimal point in division.
17. A. Place value of digits in decimals.
18. D. Placing the decimal point in subtraction.
19. B. Rounding decimals to a certain place value.
20. A. Converting written expression of a number into numerical expression.
21. D. Addition of common fractions and mixed fractions and whole numbers.
22. A. Subtraction of mixed fractions.
23. D. Multiplication of common fractions, mixed fractions, and whole numbers.
24. A. Division of common fractions.
25. B. Finding equality of fractions.
26. D. Solving for a variable with fractions.
27. C. Reduction of fractions.
28. A. Converting a common fraction to a mixed fraction.
29. C. Translating a word phrase into a percentage.
30. C. Calculating the percentage of a whole number.
31. D. Finding the percentage of one number and another.
32. B. Finding the percentage of one number and another.
33. C. Determining the percentage of a whole number.
34. C. Determining the fractional percentage of a number.
35. C. Determining the percentage of a ratio statement.
36. A. Percent of fraction and another fraction.
37. C. Converting common fraction to a decimal fraction.
38. D. Converting decimal fraction to a percentage.
39. D. Converting a common fraction to a percentage.
40. A. Converting a common fraction to a percentage.
41. A. Dividing a decimal fraction by a percentage.
42. D. Converting decimal fractions to percentages.
43. C. Converting a ratio to a percentage.
44. C. Converting a common fraction to a percentage.
45. D. Converting a percentage to a common fraction.
46. B. Converting a percentage to a decimal.
47. D. Finding a number when a percentage of it is known.
48. A. Finding a number when a percentage of it is known.
49. D. Converting a percentage to a common fraction.
50. B. Converting a percentage to a decimal.
51. C. Finding a number when a percentage of it is known.
52. D. Finding a number when a percentage of it is known.
53. B. Collecting similar terms (algebraic addition).
54. B. Removing parentheses, collecting similar terms (algebraic subtraction).
55. A. Solving for one unknown (involving algebraic addition and subtraction and division axioms).
56. D. Solving for one unknown (removal of parentheses through multiplication and utilization of algebraic addition, subtraction, and division axioms).
57. D. Collecting similar terms having exponents.
58. B. Removal of parentheses through multiplication followed by collecting similar terms.
59. A. Solving for an unknown (subtraction, division axioms).
60. C. Solving for one unknown through parentheses removal and followed by the use of addition and subtraction and division axioms.

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