QUESTION: 8
X and Y are partners sharing profits and losses in the ratio of 2:3 with capitals of ₹ 2,00,000 and ₹ 3,00,000 respectively. On 1st October, 2021, X and Y gave loans of ₹ 80,000 and ₹ 40,000 respectively to the firm. Show distribution of profits/losses for the year ended 31st March, 2022 in each of the following alternative cases:
Case 1. If the profit before interest for the year amounted to ₹ 21,000.
Case 2. If the profit before interest for the year amounted to ₹ 3,000.
Case 3. If the profit before interest for the year amounted to ₹ 5,000.
Case 4. If the loss before interest for the year amounted to ₹ 1,400.
Answer:
CASE – I
Interest on X’s loan to firm = 80,000 x 6/100 x 6/12 = ₹ 2,400/-
Interest on Y’s loan to firm = 40,000 x 6/100 x 6/12 = ₹ 1,200/-
Distributable Profit = 21,000 – 3,600 = ₹ 17,400/-
X’s share in Profit = 17,400 x 2/5 = ₹ 6,960/-
Y’s share in Profit = 17,400 x 3/5 = ₹ 10,440/-
CASE – II
Interest on X’s loan to firm = 80,000 x 6/100 x 6/12 = ₹ 2,400/-
Interest on Y’s loan to firm = 40,000 x 6/100 x 6/12 = ₹ 1,200/-
Distributable Loss = 3,000 – 3,600 = ₹ -600/-
X’s share in Loss = 600 x 2/5 = ₹ 240/-
Y’s share in Loss = 600 x 3/5 = ₹ 360/-
CASE – III
Interest on X’s loan to firm = 80,000 x 6/100 x 6/12 = ₹ 2,400/-
Interest on Y’s loan to firm = 40,000 x 6/100 x 6/12 = ₹ 1,200/-
Distributable Profit = 5,000 – 3,600 = ₹ 1,400/-
X’s share in Profit = 1,400 x 2/5 = ₹ 560/-
Y’s share in Profit = 1,400 x 3/5 = ₹ 840/-
CASE – IV
Interest on X’s loan to firm = 80,000 x 6/100 x 6/12 = ₹ 2,400/-
Interest on Y’s loan to firm = 40,000 x 6/100 x 6/12 = ₹ 1,200/-
Distributable Loss = 1,400 + 3,600 = ₹ 5,000/-
X’s share in Loss = 5,000 x 2/5 = ₹ 2,000/-
Y’s share in Loss = 5,000x 3/5 = ₹ 3,000/-
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Hey! Would you mind providing video solutions? Thanks.
may be in forthcoming months but not with confirmation.