Ram and Hari invest Rs. 18,000 and Rs. 24,000 respectively. If the annual…

2024

Ram and Hari invest Rs. 18,000 and Rs. 24,000 respectively. If the annual profit is Rs. 1,400, then Ram will get:

  1. A.

    400

  2. B.

    800

  3. C.

    600

  4. D.

    500

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Correct answer: C

Concept: When two or more people invest for the same period of time, the annual profit is divided strictly in the ratio of their invested capital (profit-sharing ratio = ratio of investments, since Investment x Time is proportional and Time cancels out here).

  1. Write the ratio of investments: Ram : Hari = 18000 : 24000.

  2. Simplify the ratio by dividing both terms by their HCF, 6000: 18000/6000 : 24000/6000 = 3 : 4.

  3. Add the ratio terms to get the total number of parts: 3 + 4 = 7.

  4. Ram's share of the profit = (Ram's ratio part / total parts) x total profit = (3/7) x 1400 = 600.

Cross-check: Hari's share works out to (4/7) x 1400 = 800. Adding both shares, 600 + 800 = 1400, which matches the given total annual profit -- confirming the split is correct.

So, Ram receives Rs. 600 from the annual profit.

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