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P and Q entered into a partnership with RS. 30,000 and RS. 60,000. After 4 months P invested RS. 15000 more while Q withdraw RS. 30000. Find the share of P in the annual profit of RS. 1,00,000.OptionsRS. 45000RS. 20000RS. 51000RS. 50000RS. 40000

Question

P and Q entered into a partnership with RS. 30,000 and RS. 60,000. After 4 months P invested RS. 15000 more while Q withdraw RS. 30000. Find the share of P in the annual profit of RS. 1,00,000.OptionsRS. 45000RS. 20000RS. 51000RS. 50000RS. 40000

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Solution

To find the share of P in the annual profit of RS. 1,00,000, we need to calculate the individual contributions of P and Q.

Let's break down the given information step by step:

  1. P and Q entered into a partnership with RS. 30,000 and RS. 60,000 respectively.
  2. After 4 months, P invested RS. 15,000 more.
  3. At the same time, Q withdrew RS. 30,000.

Now, let's calculate the individual contributions of P and Q:

P's initial investment = RS. 30,000 P's additional investment after 4 months = RS. 15,000 Total investment by P = RS. 30,000 + RS. 15,000 = RS. 45,000

Q's initial investment = RS. 60,000 Q's withdrawal after 4 months = RS. 30,000 Total investment by Q = RS. 60,000 - RS. 30,000 = RS. 30,000

Now, we can calculate the ratio of their investments:

P's ratio = RS. 45,000 / (RS. 45,000 + RS. 30,000) = 3/5 Q's ratio = RS. 30,000 / (RS. 45,000 + RS. 30,000) = 2/5

Next, we need to calculate the share of P in the annual profit of RS. 1,00,000:

P's share = P's ratio * Total profit = (3/5) * RS. 1,00,000 = RS. 60,000

Therefore, the share of P in the annual profit of RS. 1,00,000 is RS. 60,000.

None of the given options match the calculated share of P, so the correct answer is not provided in the options.

This problem has been solved

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