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MCQ Practice

Mathematics MCQs

7 + 5 − (3/2 × 1/4) of 2/7 + 7/2 × 1/6 = ____.

  • A. 12 3/88
  • B. 24 21/24
  • C. 12 25/224
  • D. 12 1/224
Explanation:
Simplify fraction operations.

7 + 1/2 of [8 − 4/2 × 3 − 1 + 1 + (4 + 2) − 2 × 2] = ____.

  • A. 9
  • B. 16
  • C. 8
  • D. 12
Explanation:
Simplify the brackets, then multiply.

64309 − 8703 + 798 − 437 = ____.

  • A. 55606
  • B. 55697
  • C. 55967
  • D. 73373
Explanation:
Compute stepwise.

605 sweets are distributed equally among children, such that each gets 11 sweets. Number of children ____.

  • A. 55
  • B. 24
  • C. 45
  • D. Cannot be determined
Explanation:
605 ÷ 11 = 55.

60% of a number added to 120 gives the same number. Find the number ____.

  • A. 300
  • B. 200
  • C. 400
  • D. 500
Explanation:
x = 120 + 0.6x → solve.

6 of 5/8 ÷ 5/8 − 1/8 = ____.

  • A. 6 1/8
  • B. 5 3/4
  • C. 6 3/4
  • D. 5 7/8
Explanation:
Simplify stepwise using the rules of fractions.

6 men and 8 women can complete the work in 10 days. In how many days can 26 men and 48 women complete the same work ____.

  • A. 4 days
  • B. 6 days
  • C. 2 days
  • D. 8 days
Explanation:
Total work ∝ (men + women efficiency) × days; solve proportionally.

58978 ÷ 363.94 × 11.02 = ____.

  • A. 1580
  • B. 1680
  • C. 1780
  • D. 1880
Explanation:
Simplify.

52 × 40.1 = ____.

  • A. 2080
  • B. 2480
  • C. 2260
  • D. 2380
Explanation:
Multiply.

5/8 × (2/5 − 5/4) ÷ 1 1/4 = ____.

  • A. 1/5
  • B. 4/5
  • C. 6/5
  • D. 8/5
Explanation:
Simplify fractions.