Ratio of investments = Ratio of profits Let the profits of K, L and M be Rs.15x, Rs.20x and Rs.27x respectively.... Total profit = Rs.15x+Rs.20x+Rs.27x = Rs.62x Given, Rs.62x = Rs.10230 => x = Rs.165 Then, The difference between share of K and L = Rs.20x – Rs.15x = Rs.5x = Rs.5*165 = Rs.825...
Bharti’s share of profit = 2/3 Thus Rahul’s share of profit = 1 – 2/3 = 1/3 Hence profit sharing ratio of Rahul and Bharti = 1/3 : 2/3 = 1 : 3
Rahul’s share of capital = 1/4 So, Bharti’s share of capital = 1 – 1/4 = 3/4
Now let Bharti’s capital was used for y months Therefore, one month equivalent capital of Rahul = 1/4 × 15 = 15/4 And one month equivalent capital of Bharti = 3/4 × y = 3y/4
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