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Question
Find New Profit-sharing Ratio:
X, Y and Z are partners in the ratio of 3 : 2 : 1. W joins the firm as a new partner for 1/6th share in profits. Z would retain his original share
Solution
Old Ratio = X : Y : Z
= 3 : 2 : 1
W admits for `1/6` share of profit
Let combined share of all partner after W’s admission be = 1 Combined share X and Y in the new firm = 1 - Z's share - W's share
= 1 - `1/6 - 1/6 = 4/6`
New Ratio = Old Ratio × Combined share of X and Y
X's = `3/ 5 xx 4/6 = 12/30`
Y's = `2/5 xx 4/6 = 8/30`
New Profit Sharing Ratio = X : Y : Z : W
= `12/30 : 8/30 : 1/6 : 1/6`
= `[ 12 : 8 : 5 : 5 ]/30`
= 12 : 8 : 5 : 5.
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||
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||
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1,20,000 |
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2,14,500 |
||
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Debtors | 1,63,000 | |||
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2,00,000 |
Stock | 17,500 | ||
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4,00,000 |
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₹ |
Assets |
₹ |
||
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40,000 |
Building |
2,00,000 |
||
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45,000 |
Plant and Machinery |
80,000 |
||
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Stock | 35,000 | |||
Akhil |
1,95,000 |
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80,000 |
3,95,000 |
|||
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Amount (₹) |
Assets |
Amount |
||
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43,000 |
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10,200 |
||
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17,000 |
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24,500 |
||
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70,000 |
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C |
50,000 |
||||
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52,000 |
1,42,000 |
|||
2,72,000 |
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