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Quantitative Aptitude MCQs for CA Foundation

Chapter-wise Quantitative Aptitude MCQs with answers and explanations. Try the sample questions below, then practise a set of 10 with instant right/wrong.

Practise 10 QA MCQs

Sample Quantitative Aptitude MCQs with answers

  1. Q1 · CH-Ratio & Proportion

    If the ratio of two numbers is 3:5 and their sum is 48, what is the larger number?

    • (a) 18
    • (b) 24
    • (c) 30
    • (d) 45
    Show answer ↓

    Answer: (c) 30

    (c) is correct: Sum of ratio parts is 8, so each part is 48/8 = 6; the larger number is 5 x 6 = 30. (d) 45 is wrong because it does not match the sum of 48 with ratio 3:5.

  2. Q2 · CH-Time Value of Money

    The present value of Rs. 1,000 receivable after 2 years at 10% per annum compounded annually is approximately:

    • (a) Rs. 826
    • (b) Rs. 900
    • (c) Rs. 909
    • (d) Rs. 1,100
    Show answer ↓

    Answer: (a) Rs. 826

    (a) is correct: PV = 1000 / (1.10)^2 = 1000 / 1.21 = Rs. 826.45. (c) Rs. 909 is the one-year discounted value, which is wrong for a 2-year period.

  3. Q3 · CH-Permutation & Combination

    The number of ways to arrange 4 different books on a shelf is:

    • (a) 8
    • (b) 16
    • (c) 24
    • (d) 12
    Show answer ↓

    Answer: (c) 24

    (c) is correct: Arrangements of n distinct objects in a line are n!, so 4! = 24. (b) 16 is wrong because it is 2^4, which counts selections, not arrangements.

  4. Q4 · CH-Ratio & Proportion

    If a : b = 3 : 4 and b : c = 6 : 7, then a : b : c is:

    • (a) 9 : 12 : 14
    • (b) 3 : 4 : 7
    • (c) 9 : 12 : 16
    • (d) 18 : 24 : 21
    Show answer ↓

    Answer: (a) 9 : 12 : 14

    (a) is correct: make b common (LCM 12), so a : b = 9 : 12 and b : c = 12 : 14, giving 9 : 12 : 14. (d) wrongly writes 28 as 21 for c.

  5. Q5 · CH-Time Value of Money

    The compound interest on ₹10,000 at 10% p.a. for 2 years, compounded annually, is:

    • (a) ₹2,000
    • (b) ₹2,050
    • (c) ₹2,100
    • (d) ₹2,200
    Show answer ↓

    Answer: (c) ₹2,100

    (c) is correct: the amount is 10,000 × 1.1² = ₹12,100, so the interest is ₹2,100. (a) ₹2,000 is the simple interest, which ignores interest earned on interest.

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