The value of a machine was $400,000 when purchased new one year ago. It has an expected life of five years and the income statement shows the straight line depreciation rate as 20%.
Using double declining balance depreciation, what is the
value of the machine at the end of year two?
Answer: $144,000
Calculations:
Depreciation rate = Depreciation rate of straight line x 2 = 20% x 2 = 40%
Double declining balance method (Partial) | ||||||
Date | Beginning carrying value | x | Depreciation rate | = | Depreciation Expense | *Ending carrying value |
Year 1 | $400,000 | x | 40% | = | $160,000 | $240,000 |
Year 2 | $240,000 | x | 40% | = | $96,000 | $144,000 |
*Ending Carrying value = Beginning carrying carrying value - Depreciation Expense
Thus, the value of the machine at the end of year two is $144,000
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