To solve this problem, we need to first understand how the profit in a partnership is divided. The profit is divided in the ratio of their investments.

1. The ratio of A's and B's investments is 20000:40000, which simplifies to 1:2.

2. The total profit is Rs.33,000. Out of this, A receives Rs.15,000 as both his salary and profit.

3. Now, we need to find out how much of the Rs.15,000 is A's profit (which is based on his investment) and how much is his salary.

4. The total profit of Rs.33,000 is divided between A and B in the ratio of their investments, i.e., 1:2. So, A's share of the profit is 1/3 of the total profit, which is Rs.11,000 (33000 * 1/3).

5. Since A receives Rs.15,000 in total (salary + profit), and we've determined that Rs.11,000 of this is his share of the profit, the remaining amount must be his salary.

6. Therefore, A's salary is Rs.15,000 - Rs.11,000 = Rs.4,000.

Question

To solve this problem, we need to first understand how the profit in a partnership is divided. The profit is divided in the ratio of their investments.

1. The ratio of A's and B's investments is 20000:40000, which simplifies to 1:2.

2. The total profit is Rs.33,000. Out of this, A receives Rs.15,000 as both his salary and profit.

3. Now, we need to find out how much of the Rs.15,000 is A's profit (which is based on his investment) and how much is his salary.

4. The total profit of Rs.33,000 is divided between A and B in the ratio of their investments, i.e., 1:2. So, A's share of the profit is 1/3 of the total profit, which is Rs.11,000 (33000 * 1/3).

5. Since A receives Rs.15,000 in total (salary + profit), and we've determined that Rs.11,000 of this is his share of the profit, the remaining amount must be his salary.

6. Therefore, A's salary is Rs.15,000 - Rs.11,000 = Rs.4,000.

Knowee AI · Accepted Answer

To solve this problem, we need to first understand how the profit in a partnership is divided. The profit is divided in the ratio of their investments.

1. The ratio of A's and B's investments is 20000:40000, which simplifies to 1:2.

2. The total profit is Rs.33,000. Out of this, A receives Rs.15,000 as both his salary and profit.

3. Now, we need to find out how much of the Rs.15,000 is A's profit (which is based on his investment) and how much is his salary.

4. The total profit of Rs.33,000 is divided between A and B in the ratio of their investments, i.e., 1:2. So, A's share of the profit is 1/3 of the total profit, which is Rs.11,000 (33000 * 1/3).

5. Since A receives Rs.15,000 in total (salary + profit), and we've determined that Rs.11,000 of this is his share of the profit, the remaining amount must be his salary.

6. Therefore, A's salary is Rs.15,000 - Rs.11,000 = Rs.4,000.

A and B enter into a partnership with respective capitals of Rs.20,000 and Rs.40,000. At the end of the year, the total profit is Rs.33,000. If A receives Rs.15,000 as both his salary and profit,then what is his salary?

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