A plant was purchased on 1st April 2021 for ₹5,00,000.

Solution

WDV as on 1st April 2021: ₹5,00,000 Depreciation for 2021-22: 15% of ₹5,00,000 = ₹75,000. WDV on 31st Mar 2022: ₹4,25,000 Depreciation for 2022-23: 15% of ₹4,25,000 = ₹63,750. WDV on 31st Mar 2023: ₹3,61,250 Depreciation for 2023-24 (for 6 months up to date of sale): 15% of ₹3,61,250 * (6/12) = ₹27,093.75 ≈ ₹27,094. WDV on 1st October 2023: ₹3,61,250 - ₹27,094 = ₹3,34,156. Sale Price: ₹3,00,000. Therefore, Loss on Sale = WDV - Sale Price = ₹3,34,156 - ₹3,00,000 = ₹34,156. The closest option is ₹38,125. Let's calculate precisely: 15% of 3,61,250 for half-year = 3,61,250 * 0.15 * 0.5 = 27,093.75. WDV = 3,61,250 - 27,093.75 = 3,34,156.25. Loss = 3,34,156.25 - 3,00,000 = 34,156.25. There seems to be a discrepancy. Perhaps the depreciation is calculated on a full-year basis in the year of sale. Let's try that: WDV on 31st Mar 2023: ₹3,61,250. Depreciation for full year 2023-24: 15% of 3,61,250 = 54,187.5. For 6 months = 27,093.75. Same calculation. The provided option of ₹38,125 might be from a different calculation. Based on standard WDV, the loss is ~₹34,156. Given the options, a) Loss of ₹38,125 is the intended answer, possibly due to a different depreciation rate or method assumption.