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Rs 5625 is divided among A,B and C so that A may received 1 / 2 as much as B and C together receive and B received 1 / 4 of what A and C together receive. The share of A is more than that of B by

A) Rs. 750
B) Rs. 775
C) Rs. 1500
D) Rs. 1600

Correct Answer:

A) Rs. 750

Description for Correct answer:

B + C = 2A

A + B + C = 3A

3A = 5625

A = 1875

Again, B = \( \Large\frac{1}{4}(A + C) \)
A + C = 4B
A + B + C = 5B

5B = 5625
B = 1125

Thus A's share is more than that of B
= Rs(1875 - 1125)
= Rs. 750

Part of solved Ratio and Proportions questions and answers : >> Aptitude >> Ratio and Proportions

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