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Question
A, B and C are partners in a firm sharing profits and losses in the ratio of 4 : 3 : 2. B decides to retire from the firm. Calculate new profit-sharing ratio of A and C in the following circumstances:
(a) If B gives his share to A and C in the original ratio of A and C.
(b) If B gives his share to A and C in equal proportion.
(c) If B gives his share to A and C in the ratio of 3 : 1.
(d) If B gives his share to A only.
Solution
Old Ratio (A, B and C) = 4 : 3 : 2
B retires from the firm.
His profit share = `3/9`
Case (a) B gives his share to A and C in their original ratio.
Original Share (A and C) = 4 : 2
Share taken by A = `3/9 xx 4/6 = 12/54`
Share taken by C = `3/9 xx 2/6 = 6/54`
New Ratio = Old Ratio + Share acquired from B
A's New share = `4/9 + 12/54 = 24+12/54 = 36/54`
C's New share = `2/9 + 6/54 = 12+6/54 = 18/54`
∴ New Profit Ratio (A and C) = 36 : 18 or 2 : 1
Case (b) B gives his share to A and C in equal proportion.
Share taken by A = `3/9 xx 1/2 = 3/18`
Share taken by C = `3/9 xx 1/2 = 3/18`
New Ratio = Old Ratio + Share acquired from B
A's New share = `4/9 + 3/18 = (8+3)/18 = 11/18`
C's New Share = `2/9 + 3/18 = (4+3)/18 = 7/18`
∴ New Profit Ratio (A and C) = 11 : 7
Case (c) B gives his to A and C in the ratio 3 : 1.
Share taken by A = `3/9 xx 3/4 = 9/36`
share taken by C = `3/9 xx 1/4 = 3/36`
New Ratio = Old Ratio + Share acquired from B
A's New share = `4/9 + 9/36 = (16+9)/36 = 25/36`
C's New share = `2/9 + 3/36 = (8+3)/36 = 11/36`
∴ New Profit Ratio (A and C) = 25 : 11
Case (d) B gives his share to A only.
A’s New Share = A’s Old Share + Share of B = `4/9 + 3/9 = 7/9`
C’s Share = `2/9`
∴ New Profit Ratio (A and C) = 7 : 2
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Assets |
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G |
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10,50,000 |
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||
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|
|
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||
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|
|
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|
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|
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Amount (₹) |
Assets |
Amount (₹) |
||
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2,70,000 |
Cash in Hand |
42,500 |
||
General Reserve |
1,20,000 |
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2,14,500 |
||
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Debtors | 1,63,000 | |||
A |
2,00,000 |
Stock | 17,500 | ||
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||
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||
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Assets | Amount (₹) |
||
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Amount (₹) |
Assets |
Amount (₹) |
|
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Gaurav | ₹ 1,41,000 |
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