Q. 2 (A). P and Q are partners sharing profits and losses in the ratio of 4 : 3. They admit R as partner for a 1/7th share in profits which he acquires equally from P and Q. Calculate new profit sharing ratio of the partners.
Answers
Given data:
- P and Q are partners in a firm, sharing profits and losses in the ratio 4:3.
- R is admitted into the firm for 1/7th of the shares.
- R gets his share from P and Q equally.
To find: The new profit-sharing ratio.
Answer:
- P's old share = 4/7
- Q's old share = 3/7
- R's share = 1/7
Since R gets 1/7 from P and Q equally, 1/7 will need to be divided by 2 [∵ there are 2 old partners].
From P, R gets:
- 1/7 ÷ 2 = 1/7 × 1/2 = 1/14
From Q, R gets:
- 1/7 ÷ 2 = 1/7 × 1/2 = 1/14
Calculation of the new profit-sharing ratio:
New ratio = Old ratio - Ratio surrendered
For P:
- New ratio = 4/7 - 1/14 = (8 - 1)/14 = 7/14
For Q:
- New ratio = 3/7 - 1/14 = (6 - 1)/14 = 5/14
For R:
- New ratio = 1/7, or 2/14
Therefore, the new profit-sharing ratio is 7:5:2.
Answer:
The new profit-sharing ratio of the partners is 4:5:2.
Explanation:
Given:
P and Q are partners sharing profits and losses in the ratio of 4 : 3.
They admit R as a partner for a 1/7th share in profits which he acquires equally from P and Q.
To find:
Calculate the new profit sharing ratio of the partners.
Profit acquired by R from P is = ,
Profit acquired by R from Q is = ,
New profit of share of P =
=
New profit share of Q = ,
= ,
=
New profit share of R = .
Therefore, the new profit ratio =
=
= 4 : 5 : 2
Hence, the new profit ratio of the partners is 4:5:2.
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