Tinku and Rinku were partners sharing P&L in the ratio 7:5. They admitted Pinku as a new partner for 20% share. Goodwill of the firm was valued at ₹ 6,00,000. Goodwill share credited to Tinku was ₹ 80,000. What was the sacrificing ratio? a) 7 : 5 b) 1 : 1 3 c) 2 : 13 d) 2 : 1
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Given:
- Tinku and Rinku were partners in a firm, sharing profits and losses in the ratio 7:5.
- Pinku was admitted into the firm for 20% share, i.e., 1/5.
- Goodwill of the firm was valued at Rs 6,00,000.
- Goodwill share credited to Tinku was Rs 80,000.
To find: The sacrificing ratio.
Answer:
- Tinku's old share = 7/12
- Rinku's old share = 5/12
- Pinku's share = 1/5
Let the total profit be assumed as 1.
Remaining profit [for Tinku and Rinku] = 1 - 1/5 = 4/5
The remaining profit will be distributed among Tinku and Rinku in their old profit-sharing ratio to get the new one.
Calculation of the new profit-sharing ratio:
For Tinku:
- New share = 4/5 × 7/12 = 28/60
For Rinku:
- New share = 4/5 × 5/12 = 20/60
For Pinku:
- New share = 1/5, or 12/60
Therefore, the new profit-sharing ratio is 28:20:12, or 7:5:3.
Calculation of the sacrificing ratio:
Sacrificing ratio = Old share - New share
For Tinku:
- 7/12 - 7/15 = (105 - 84)/180 = 21/180
For Rinku:
- 5/12 - 5/15 = (75 - 60)/180 = 15/180
Therefore, the sacrificing ratio is 21:15, or (A) 7:5.
In other words, if the new profit-sharing ratio hasn't been mentioned, the old profit-sharing ratio will be the sacrificing ratio.
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