Using Straight Line method
Amount of depreciation to be deducted = (Cost of asset- Residual value)/ Number of years of useful life
= (12000-3000)/5 = $1800 per year
Depreciation expense | Accumulated depreciation | Book value (Cost of asset- Accumulated depreciation) | |
Dec 31, 2020 | 1800 | 1800 | 10200 |
Dec 31, 2021 | 1800 | 3600 | 8400 |
Dec 31, 2022 | 1800 | 5400 | 6600 |
Dec 31, 2023 | 1800 | 7200 | 4800 |
Dec 31, 2024 | 1800 | 9000 | 3000 |
Using sum of the years digit method
Cost of the asset on which depreciation would be calculated= Cost of asset- residual value of asset = 12000- 3000 =$9000
Depreciation expense= (Cost of asset on which depreciation would be calculated* remaining value of asset)/ Sum of years digits
Depreciation expense at the end of first year= 9000*(5/15)= 3000
Depreciation expense at the end of second year= 9000*(4/15)= 3000
Depreciation expense at the end of third year= 9000*(3/15)= 1800
Depreciation expense at the end of fourth year= 9000*(2/15)= 1200
Depreciation expense at the end of fifth year= 9000*(1/15)=600
Depreciation expense | Accumulated depreciation | Book value (Cost of asset- Accumulated depreciation) | |
Dec 31, 2020 | 3000 | 3000 | 9000 |
Dec 31, 2021 | 2400 | 5400 | 6600 |
Dec 31, 2022 | 1800 | 7200 | 4800 |
Dec 31, 2023 | 1200 | 8400 | 3600 |
Dec 31, 2024 | 600 | 9000 | 3000 |
Double declining balance:
Depreciation = 2* Straight line method depreciation rate* Book value
Straight line method depreciation rate = 100%/5 = 20%
Depreciation for the first year = 2*20%*12000 = 4800
Depreciation for the first year = 2*20%*7200 = 2880
Similarly, this depreciation can be calculated for rest number of years
Depreciation expense | Accumulated depreciation | Book value (Cost of asset- Accumulated depreciation) | |
Dec 31, 2020 | 4800 | 4800 | 7200 |
Dec 31, 2021 | 2880 | 7680 | 4320 |
Dec 31, 2022 | 1728 | 9408 | 2592 |
Dec 31, 2023 | 1037 | 10445 | 1555 |
Dec 31, 2024 | 622 | 11067 | 933 |
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