A machine with a 4-year estimated useful life and an estimated
15% salvage value was acquired on January 1, year 1. The increase
in accumulated depreciation for year 2 using the double-declining
balance method would be
Original cost × 85% × 50%. |
Original cost × 50%. |
Original cost × 50% × 50%. |
Original cost × 85% × 50% × 50%. |
Correct answer--------------Original cost × 50% × 50%.
Working note
When the life of asset is 4 years then the DDB rate will be 50%. So the the depreciation for second year will be 50% of the half of original cost of asset. This can be seen below with an example.
Double declining Method | ||
A | Cost | $ 60,000 |
B | Residual Value | $ 6,000 |
C=A - B | Depreciable base | $ 54,000 |
D | Life [in years] | 4 |
E=C/D | Annual SLM depreciation | $ 13,500 |
F=E/C | SLM Rate | 25.00% |
G=F x 2 | DDB Rate | 50.00% |
.
Depreciation schedule-Double declining | |||||
Year | Beginning Book Value | Depreciation rate | Depreciation expense | Accumulated Depreciation | Ending Book Value |
1 | $ 60,000 | 50.00% | $ 30,000 | $ 30,000 | $ 30,000 |
2 | $ 30,000 | 50.00% | $ 15,000 | $ 45,000 | $ 15,000 |
The increase in Year 2 accumulated depreciation is $15000 which is 50% of 30000.
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