Depreciation for Partial Periods
The company purchased a machine on April 1 for $100,000. The machine has an estimated useful life of five years and an estimated salvage value of $15,000. The company computes partial-year depreciation to the nearest whole month.
Compute the amount of depreciation expense for this year and next year using sum-of-the-years'-digits depreciation. Round your answers to the nearest whole dollar.
Depreciation expense this year | $ |
Depreciation expense next year | $ |
Compute the amount of depreciation expense for this year and next year using double-declining-balance depreciation.
Depreciation expense this year | $ |
Depreciation expense next year | $ |
SUM-OF-THE-YEAR'S-DIGITS DEPRECIATION: | |||||||||||
Depreciation expense this year | 5 / 15 * 85000 | 28333.33 | |||||||||
Depreciation expense next year | 4 / 15 * 85000 | 22666.67 | |||||||||
sum of years 1+2+3+4+5 = 15 | |||||||||||
Cost | 100000 | ||||||||||
Less: Salvage value | -15000 | ||||||||||
Depreciable value | 85000 | ||||||||||
DOUBLE DECLINING DEPRECIATION EXPENSES: | |||||||||||
Depreciation expense this year | 100000 * 40% | 40000 | |||||||||
Depreciation expense next year | (100000-40000)*40% | 24000 | |||||||||
Double declining percentage = | Straight line depreciation percentage * 2 | ||||||||||
100 / life * 2 | |||||||||||
100/5 * 2 | |||||||||||
20*2 = 40% | |||||||||||
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