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प्रश्न
A and B are in partnership sharing profits and losses as 3 : 2. C is admitted for 1/4th share. Afterwards D enters for 20 paise in the rupee. Compute profit-sharing ratio of A, B, C and D after D's admission.
उत्तर
Old Ratio = A : B = 3 : 2
C’s admitted for `1/4` share of profit
Let the combined share of profit of all partners be = 1
Combined share of A and B after C’s admission = 1 − C’s share
= 1 - `1/4 = 3/4`
New Ratio = Old Ratio × Combined share of A and B
A's = `3/5 xx 3/4 = 9/20`
B's = `2/5 xx 3/4 = 6/20`
New Profit Sharing Ratio after C's admission = A : B : C
= `9/20 : 6/20 : 1/4`
= `[9 : 6 : 5]/20` = 9 : 6 : 5.
Profit sharing ratio after C’s admission will become old ratio to determine the ratio after D’s admission
Ratio before D's admission = A : B : C = 9 : 6 : 5
D is admitted for `20/100` share of profit
Let combined share of all partners after D’s admission = 1
Combined share of A, B and C after D’s admission = 1 − D’s share
= 1 - `20/100`
=`80/100`
New Ratio = Old Ratio × Combined share of A, B, and C
A's = `9/20 xx 80/100 = 72/200`
B's = `6/20 xx 80/100 = 48/200`
C's = `5/20 xx 80/100 = 40/200`
New Profit Sharing ratio after C's admission = A : B : C : D
= `72/200 : 48/200 : 40/200 : 20/100`
= `[72 : 48 : 40 : 40]/200`
= 9 : 6 : 5 : 5.
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Balance Sheet of A and B as on March 31, 2016 |
||||
Liabilites |
Amount (Rs) |
Assets |
Amount (Rs) |
|
Sundry creditors |
41,500 |
Cash at Bank |
26,500 |
|
Reserve fund |
4,000 |
Bills Receivable |
3,000 |
|
Capital Accounts |
|
Debtors |
16,000 |
|
|
A |
30,000 |
Stock |
20,000 |
|
B |
16,000 |
Fixtures |
1,000 |
|
|
Land & Building |
25,000 |
|
|
91,500 |
|
91,500 |
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Liabilites |
Amount (Rs) |
Assets |
Amount (Rs) |
||
Creditors |
|
9,000 |
Land and Buildings |
24,000 |
|
Bills Payable |
|
3,000 |
Furniture |
3,500 |
|
Capital Accounts |
|
|
Stock |
14,000 |
|
|
Arun |
19,000 |
|
Debtors |
12,600 |
|
Bablu |
16,000 |
|
Cash |
900 |
|
Chetan |
8,000 |
43,000 |
|
|
|
|
55,000 |
|
55,000 |
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