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Question
P and share profits in the ratio of P, 5/8 and Q, 3/8. R is admitted as а partner who brings in ₹ 60,000 as his capital and ₹ 20,000 for goodwill. The new profit-sharing ratio is agreed at 7 : 5 : 4. Draft Journal entries.
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Solution
| Journal Entries | ||||
| Date | Particulars | L.F. | Debit (₹) | Credit (₹) |
| 1. | Bank/Cash A/c ...Dr. | 80,000 | ||
| To R's Capital A/c | 60,000 | |||
| To Premium for Goodwill A/c | 20,000 | |||
| (Being capital and premium for goodwill brought in cash by R) | ||||
| 2. | Premium for Goodwill A/c ...Dr. | 20,000 | ||
| To P's Capital A/c | 15,000 | |||
| To Q's Capital A/c | 5,000 | |||
| (Being premium for goodwill distributed between P and Q in their sacrificing ratio of 3 : 1) | ||||
Working note:
1. Sacrificing Ratio
The sacrificing share is calculated by subtracting the new profit share from the old profit share:
Sacrificing Share = Old Share − New Share
P's Old Share = `5/8`, Q's Old Share = `3/8`
P's New Share = `7/16`, Q's New Share = `5/16`, R's New Share = `4/16`
Make the denominators equal (base 16) to subtract easily:
P's Old Share = `(5 xx 2)/(8 xx 2) = 10/16`
P's Old Share = `(3 xx 2)/(8 xx 2) = 6/16`
Now, calculate individual sacrifice:
P's Sacrifice = `10/16 - 7/16 = 3/16`
P's Sacrifice = `6/16 - 5/16 = 1/16`
The Sacrificing Ratio of P and Q is 3 : 1.
2. Distribution of Goodwill Premium
R's premium for goodwill (₹ 20,000) is distributed between P and Q in their sacrificing ratio (3 : 1):
P's Share = `20,000 xx 3/4 = 15,000`
Q's Share = `20,000 xx 1/4 = 5,000`
