Illustrations · Q5
Q.A trader's position was as follows. On 1st April 2024: Cash ₹3,500; Stock ₹13,500; Debtors ₹10,000; Machinery ₹9,000; Creditors ₹8,500. On 31st March 2025: Cash ₹5,000; Stock ₹16,500; Debtors ₹12,500; Machinery (after depreciation) ₹8,200; Creditors ₹9,500. During the year he withdrew ₹4,500 for personal use and introduced no additional capital. Find the profit for the year.
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Statement of Affairs as on 1st April 2024
| Liabilities | Amount (₹) | Assets | Amount (₹) |
|---|---|---|---|
| Creditors | 8,500 | Cash | 3,500 |
| Capital (balancing figure) | 27,500 | Stock | 13,500 |
| Debtors | 10,000 | ||
| Machinery | 9,000 | ||
| Total | 36,000 | Total | 36,000 |
Statement of Affairs as on 31st March 2025
| Liabilities | Amount (₹) | Assets | Amount (₹) |
|---|---|---|---|
| Creditors | 9,500 | Cash | 5,000 |
| Capital (balancing figure) | 32,700 | Stock | 16,500 |
| Debtors | 12,500 | ||
| Machinery (after depreciation) | 8,200 | ||
| Total | 42,200 | Total | 42,200 |
Profit = Capital at the end − Capital at the beginning − Additional Capital introduced + Drawings
= 32,700 − 27,500 − 0 + 4,500
= 5,200 + 4,500
= ₹9,700.
Since no additional capital was introduced during the year, the entire increase in net worth (₹5,200) plus the amount withdrawn (₹4,500) together represent the trader's genuine profit for the year. The Machinery figure given for 31st March 2025 is already stated "after depreciation," so no separate depreciation adjustment is required.
✓Final answer
Capital at the beginning = ₹27,500; Capital at the end = ₹32,700; Profit for the year ended 31st March 2025 = ₹9,700.
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