Advertisements
Advertisements
Question
S, T, W and X are partners sharing profits in the ratio of 4 : 3 : 2 : 1. X is given a guarantee that his share of profits in any given year would be ₹ 80,000. Deficiency, if any, would be borne by other partners equally. The profits for the year ended 31st March, 2025, amounted to ₹ 6,50,000. Pass necessary entries in the books of the firm.
Advertisements
Solution
| Journal Entries In the books of S, T, W and X |
||||
| Date | Particulars | L.F. | Debit (₹) | Credit (₹) |
| 2025 | ||||
| March 31 | Profit and Loss Appropriation A/c ...Dr. | 6,50,000 | - | |
| To S’s Capital A/c | - | 2,55,000 | ||
| To T’s Capital A/c | - | 1,90,000 | ||
| To W’s Capital A/c | - | 1,25,000 | ||
| To X’s Capital A/c | - | 80,000 | ||
| (Being profit distributed among partners in their agreed ratio after adjustment of deficiency.) | ||||
Working Note:
X’s share of Profit = `6,50,000 xx 1/10`
= 65,000
Guaranteed profit to X = 80,000
Deficiency = 80,000 − 65,000
= 15,000
Deficiency borne by S = `15,000 xx 1/3`
= 5,000
Deficiency borne by T = `15,000 xx 1/3`
= 5,000
Deficiency borne by W = `15,000 xx 1/3`
= 5,000
Adjusted profit shares of the partners:
S = 2,60,000 – 5,000
= ₹ 2,55,000
T = 1,95,000 – 5,000
= ₹ 1,90,000
W = 1,30,000 – 5,000
= ₹ 1,25,000
X = 65,000 + 15,000
= ₹ 80,000
