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Previous Year Questions

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Question :

Directions : Read the data carefully and answer the following questions.

There are five employees P, Q, R, S and T working in a company. Total income of S is 51(9/16)% of the total income of R. The ratio of the total income of P to total income of Q is 2:3. Total income of Q is 40% more than the total income of T. Sum of total income of P and R is ₹76000. Total income of R is 25/21 of ₹42000. For P, T and Q, Total expenditure is 40% of the total income. The ratio of total expenditure of R, S and T is 2:3:4 respectively.

What is the difference between total income of Q and S?

1. ₹17250

2. ₹9580

3. ₹15400

4. ₹15500

5. ₹16000

Correct Answer : 1
Solution :

Total income of R = 24/21 of ₹42000 = ₹48000

Total income of P = ₹76000 - ₹48000 = ₹28000

Total income of Q = 28000 * 3/2 = ₹42000

Total income of T = ₹42000 * 100/140 = ₹30000

Total income of S = 51(9/16)% of ₹48000 = 825/1600 * 48000 = ₹24750

Total expenditure of P = 40% of 28000 = ₹11200

Total expenditure of Q = 40% of ₹42000 = ₹16800

Total expenditure of T = 40% of ₹30000 = ₹12000

Total expenditure of R = 12000 * 2/4 = ₹6000

Total expenditure of S = 12000 * ¾ = ₹9000

Total income of Q = ₹42000

Total income of S = ₹24750

Required difference = 42000 - 24750 = ₹17250

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