1 | |||||||
a. | Straight-line method: | ||||||
Depreciation expense=(Cost-Residual value)/Expected life=(9800-1175)/5=8625/5=$ 1725 per year | |||||||
b. | Double-declining-balance method: | ||||||
Depreciation rate=2*(1/Expected life)=2*(1/5)=2*0.2=0.4=40% | |||||||
Depreciation expense=Book value*Depreciation rate | |||||||
2019 | |||||||
Book value at the beginning of year=Cost=$ 9800 | |||||||
Depreciation expense=9800*40%=$ 3920 | |||||||
2020 | |||||||
Book value=Cost-Depreciation for 2019=9800-3920=$ 5880 | |||||||
Depreciation expense=5880*40%=$ 2352 | |||||||
c. | Units-of-production method: | ||||||
Depreciation expense per copies=(Cost-Residual value)/Expected life in copies=(9800-1175)/2000000=8625/2000000=$ 0.0043125 per copy | |||||||
Depreciation expense=Actual usage*Depreciation expense per copies | |||||||
2019 | |||||||
Depreciation expense=480000*0.0043125=$ 2070 | |||||||
2020 | |||||||
Depreciation expense=460000*0.0043125=$ 1984 | |||||||
2 | |||||||
a. | 2019 | ||||||
Book value=Cost-Depreciation expense for 2019=9800-1725=$ 8075 | |||||||
2020 | |||||||
Book value=Book value at the end of 2019-Depreciation expense for 2020=8075-1725=$ 6350 | |||||||
b. | 2019 | ||||||
Book value=Cost-Depreciation expense for 2019=9800-3920=$ 5880 | |||||||
2020 | |||||||
Book value=Book value at the end of 2019-Depreciation expense for 2020=5880-2352=$ 3528 | |||||||
c. | 2019 | ||||||
Book value=Cost-Depreciation expense for 2019=9800-2070=$ 7730 | |||||||
2020 | |||||||
Book value=Book value at the end of 2019-Depreciation expense for 2020=7730-1984=$ 5746 | |||||||
2019 | 2020 | ||||||
a. | Straight-line method | 8075 | 6350 | ||||
b. | Double-declining-balance method | 5880 | 3528 | ||||
c. | Units-of-production method | 7730 | 5746 | ||||
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