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Select the correct answerA & B start a business with investment Rs.28,000 & Rs.49,000 respectively. But C joins their business with the condition that all profit will distributed in the ratio 1 : 1 : 1. For this C give A & B Rs.33,000. then find , how much money B get ?OptionsRs.33,000Rs.20,000Rs.30,000Rs.22,000

Question

Select the correct answerA & B start a business with investment Rs.28,000 & Rs.49,000 respectively. But C joins their business with the condition that all profit will distributed in the ratio 1 : 1 : 1. For this C give A & B Rs.33,000. then find , how much money B get ?OptionsRs.33,000Rs.20,000Rs.30,000Rs.22,000

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Solution

The answer is Rs.33,000.

Here's the step-by-step explanation:

  1. According to the problem, C gives A and B a total of Rs.33,000 so that the profit can be distributed in the ratio 1:1:1.

  2. This means that the total investment of A and B (Rs.28,000 + Rs.49,000 = Rs.77,000) is now supplemented with Rs.33,000 from C, making the total investment Rs.110,000.

  3. Since the profit is to be distributed equally, each of A, B, and C should have an equal share in the investment, which is Rs.110,000/3 = Rs.36,667.

  4. However, B had initially invested Rs.49,000. To make his share equal to Rs.36,667, he should be given Rs.49,000 - Rs.36,667 = Rs.12,333 from the Rs.33,000 that C provided.

  5. Similarly, A had initially invested Rs.28,000. To make his share equal to Rs.36,667, he should be given Rs.36,667 - Rs.28,000 = Rs.8,667 from the Rs.33,000 that C provided.

  6. Therefore, out of the Rs.33,000 that C provided, B gets Rs.12,333 and A gets Rs.8,667.

  7. But the question asks how much money B gets in total. This would be his initial investment (Rs.49,000) plus the money he gets from C (Rs.12,333), which equals Rs.61,333.

However, none of the options match this answer. There might be a mistake in the question or the options provided.

This problem has been solved

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