An asset was purchased for $60,000. It has a 6 year life. The asset is expected to have a salvage value of $7000 after the six years. Show the depreciation and remaining book value for this asset for each of the 6 years using Double Declining Balance depreciation. (Chapter 11). (Be careful not to have book value go below salvage value).
Time = 6years
Depreciation Base = Purchase value - Salvage value
Depreciation Base = 60000 - 7000 = 53000
Depretiation expense = 53000/6 = 8833.33
Straight line depreciation =[ 8833.33/53000] x 100 = 16.67%
Double declining depreciation = 16.67x2 = 33.34%
year | Depreciation rate | Starting carrying value | Depreciation expense | End Carrying value |
1 | 33.34% | 60000 | 20004 | 39996 |
2 | 33.34% | 39996 | 13334.67 | 26661.33 |
3 | 33.34% | 26661.33 | 8888.89 | 17772.44 |
4 | 33.34% | 17772.44 | 5925.33 | 11847.11 |
5 | 33.34% | 11847.11 | 3949.83 | 7897.28 |
6 | 33.34% | 7897.28 | 2632.95 | 5264.33 |
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