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A invested Rs 5500 for 2 months more than B while B invested Rs 4000 for 1 month more than C who invested Rs 5600. If out of a total profit of Rs 6000, the difference in the shares of C and B is Rs 250 then find the time for which A invested the money.
5 months
7 months
9 months
8 months
Let C invested money for x months, then B for (x+1) months and then A for (x+1+2) = (x+3) months So ratio of shares of A : B : C is 5500*(x+3) : 4000*(x+1) : 5600*x 55(x+3) : 40(x+1) : 56x Given (56x – 40x – 40)/(55x+165+40x+40+56x) * 6000 = 250 Solve, x = 5 So A invested for 5+3 = 8 months
Hence, option 4 is the correct answer.
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