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Question

The sum of two numbers is 74 and their difference is 12. Find the ratio of the smaller number to the larger number.

This question was previously asked in
RRB Group D 2024 Question Paper PDF (27-Dec-2025) (Shift 2)
The correct answer is

31 : 43

Let the two numbers be \(x\) (larger) and \(y\) (smaller). Then:

\(x + y = 74\) and \(x - y = 12\)

Adding: \(2x = 86 \Rightarrow x = 43\). Subtracting: \(2y = 62 \Rightarrow y = 31\).

Required ratio = smaller : larger = \(31 : 43\).

The correct answer is : 31 : 43.

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Similar Questions

  1. ₹5,177 is divided among A, B and C in such a way that if ₹72, ₹21 and ₹24 be deducted from their respective shares, they have money in the ratio 3 : 13 : 7. Find the difference between the original shares of B and C.


Important Questions from Simple Ratios

  1. If x : y = 5 : 2, then the value of (8x + 9y) : (8x + 2y) is:

  2. If the value of \(\frac{{p - q}}{q} = \frac{4}{3}\)  .find p : q

  3. Two numbers are in the ratio of 9 : 7. If the larger number is 56 more than one-seventh of the smaller, then what is the sum of the two numbers?

  4. The ratio of two numbers A and B is 5: 8. If 5 is added to each of A and B, then the ratio becomes 2 : 3. The difference between A and B is:

  5. In population of a city the ratio of men and women is 12 : 11. If total population of that city is 4,60,000, then the population of women is:

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