An excavator costs Rs. 20,00,000 and has an estimated life of 8 years. It has no salvage value at the end of 8 years. The book value of the excavator at the end of 3 years using general double declining balance method is A. Rs. 8,43,750 B. Rs. 8,75,000 C. Rs. 10,50,000 D. Rs. 11,56,250

Rs. 8,43,750
Rs. 8,75,000
Rs. 10,50,000
Rs. 11,56,250

The correct answer is A. Rs. 8,43,750.

The general double declining balance method is a depreciation method that allows for a higher depreciation expense in the early years of an asset’s life and a lower depreciation expense in the later years. The depreciation rate is calculated by multiplying the straight-line depreciation rate by 2.

In this case, the straight-line depreciation rate is 1/8 = 0.125. The depreciation rate using the general double declining balance method is 0.125 * 2 = 0.25.

The book value of the excavator at the end of 3 years is calculated as follows:

Book value = Cost – Depreciation

Book value = 20,00,000 – (3 * 0.25 * 20,00,000) = 8,43,750

Option B is incorrect because it is the depreciation expense for the first year. Option C is incorrect because it is the book value of the excavator at the end of 4 years. Option D is incorrect because it is the book value of the excavator at the end of 5 years.