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प्रश्न
A and B are partners in a firm, and their profit sharing ratio is 2 : 1. C is admitted as a new partner for `1/4`th share in the profits. The following entry is passed when C brought ₹ 1,80,000 as his share of goodwill and credited to A and B:
| Date | Particulars | L.F. | Dr. Amount ₹ | Cr. Amount ₹ |
| Premium for Goodwill A/c ...Dr. | 1,80,000 | |||
| To A’s Capital A/c | 1,35,000 | |||
| To B’s Capital A/c | 45,000 | |||
| (C’s share of premium for goodwill transferred to A and B in their sacrificing ratio) |
Calculate the new profit sharing ratio.
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उत्तर
Sacrifice ratio = 1,35,000 : 45,000 or 3 : 1
Sacrifice made by A = `1/4 xx 3/4`
= `3/16`
Sacrifice made by B = `1/4 xx 1/4`
= `1/16`
New Share of Old Partners = Old Share − Sacrificed Share
New Share of A = `2/3 - 3/16`
= `(2 xx 16)/(3 xx 16) - (3 xx 3)/(16 xx 3)`
= `32/48 - 9/48`
= `(32 - 9)/48`
= `23/48`
New Share of B = `1/3 - 1/16`
= `(1 xx 16)/(3 xx 16) - (1 xx 3)/(16 xx 3)`
= `16/48 - 3/48`
= `(16 - 3)/48`
= `13/48`
New Share of C = `1/4`
= `(1 xx 12)/(4 xx 12)`
= `12/48`
New profit-sharing ratio = `23/48 : 13/48 : 12/48` or 23 : 13 : 12
