A) Rs. 4176
B) Rs. 4500
C) Rs. 4932
D) Rs. 4644
E) Rs. 4356
Correct Answer: E
Solution :
Let A's investment = Rs. x \[\therefore \]B's investment = Rs. \[\frac{x}{2}\] C's investment = Rs. \[\frac{3x}{2}\] \[\therefore \]Ratio of shares of A, B and C \[=(x\times 12):\left( \frac{x}{2}\times 10 \right):\left( \frac{3x}{2}\times 12 \right)\] \[=12:5:18\] \[\therefore \]A : C = 12 : 18 = 2 : 3 \[\therefore \]A's share = Rs. 2904 \[\therefore \]C's share \[=Rs.\left( \frac{3}{2}\times 2904 \right)=Rs.4356\]You need to login to perform this action.
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