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प्रश्न
A and B are partners sharing profits in the ratio of 3 : 2. They admit C into partnership; C pays a premium of ₹ 60,000 for a `1/4`th share of profit. The new ratio is 3 : 3 : 2. Goodwill account appears in the books at ₹ 2,00,000. Give the necessary Journal entries.
रोजकीर्द नोंद
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उत्तर
| Journal Entries | ||||
| Date | Particulars | L.F. | Debit (₹) | Credit (₹) |
| A’s Capital A/c ...Dr. | 1,20,000 | |||
| B’s Capital A/c ...Dr. | 80,000 | |||
| To Goodwill A/c | 2,00,000 | |||
| (Existing goodwill written off in old ratio) | ||||
| Bank A/c ...Dr. | 60,000 | |||
| To Premium for Goodwill A/c | 60,000 | |||
| (Premium for goodwill brought in by C) | ||||
| Premium for Goodwill A/c ...Dr. | 60,000 | |||
| To A’s Capital A/c | 54,000 | |||
| To B’s Capital A/c | 6,000 | |||
| (Premium for goodwill distributed to sacrificing partners) | ||||
Working Note:
Write off existing goodwill:
The old goodwill of ₹ 2,00,000, which already appears in the books, is written off among the old partners A and B in their old profit-sharing ratio of 3 : 2.
A’s share = `2,00,000 xx 3/5`
= 1,20,000
B’s share = `2,00,000 xx 2/5`
= 80,000
Calculation of Sacrificing Ratio:
A’s sacrifice = `3/5 - 3/8`
= `(3 xx 8)/(5 xx 8) - (3 xx 5)/(8 xx 5)`
= `24/40 - 15/40`
= `(24 - 15)/40`
= `9/40`
B’s sacrifice = `2/5 - 3/8`
= `(2 xx 8)/(5 xx 8) - (3 xx 5)/(8 xx 5)`
= `16/40 - 15/40`
= `(16 - 15)/40`
= `1/40`
The sacrificing ratio of A and B = `9/40 : 1/40` or 9 : 1
Distribute goodwill premium to sacrificing partners
C pays a premium of ₹ 60,000 for his share of profit.
The premium for goodwill is distributed to the old partners in their sacrificing ratio.
A’s share of premium = `60,000 xx 9/10`
= 54,000
B’s share of premium = `60,000 xx 1/10`
= 6,000
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