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he correct answerA, B and C invest Rs. 4000, 5000 and 6000 respectively in a business and A gets 25% of profit for managing the business, the rest of the profit is divided by A, B and C in proportion to their investment. If in a year, A gets Rs. 200 less than B & C together, what was the total profit for that year?

Question

he correct answerA, B and C invest Rs. 4000, 5000 and 6000 respectively in a business and A gets 25% of profit for managing the business, the rest of the profit is divided by A, B and C in proportion to their investment. If in a year, A gets Rs. 200 less than B & C together, what was the total profit for that year?

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Solution

Let's solve this step by step:

  1. The total investment is Rs. 4000 (A) + Rs. 5000 (B) + Rs. 6000 (C) = Rs. 15000.

  2. The ratio of their investments is 4000:5000:6000 = 4:5:6.

  3. Let's assume the total profit is P. A gets 25% of the profit for managing the business, which is 0.25P.

  4. The rest of the profit, which is 0.75P, is divided among A, B, and C in the ratio of their investments. So, A gets an additional 0.75P * (4/15), B gets 0.75P * (5/15), and C gets 0.75P * (6/15).

  5. According to the problem, A gets Rs. 200 less than B and C together. So, we can set up the equation: 0.25P + 0.75P * (4/15) = 0.75P * (5/15) + 0.75P * (6/15) - 200.

  6. Solving this equation, we get P = Rs. 6000.

So, the total profit for that year was Rs. 6000.

This problem has been solved

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