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Straight line:
Computation | End of Year | ||||||
Years |
Depreciable Cost |
x |
Depreciation Rate |
= |
Annual Depreciaton Expense |
Accumulated Depreciation |
Book value |
2022 | $225,400 | x | 25% | = | $56,350 | $56,350 | $199,650 |
2023 | $225,400 | x | 25% | = | $56,350 | $112,700 | $143,300 |
2024 | $225,400 | x | 25% | = | $56,350 | $169,050 | $86,950 |
2025 | $225,400 | x | 25% | = | $56,350 | $225,400 | $30,600 |
$225,400 |
Depreciable cost = Total cost - Salvage value = $256,000-$30,600=$225,400
Depreciation rate = [(256,000/4) ÷ 256,000] x 100 = 25%
Book value = Total cost (256,000) - Accumulated depreciation
Double declining:
Computation | End of Year | ||||||
Years |
Book value beginning of Year |
x |
Depreciation Rate |
= |
Annual Depreciation Expense |
Accumulated Depreciation |
Book value |
(i) | (ii) | (iii)=(i)-(ii) | |||||
2022 | $256,000 | x | 50% | = | $128,000 | $128,000 | $128,000 |
2023 | $128,000 | x | 50% | = | $64,000 | $192,000 | $64,000 |
2024 | $64,000 | x | 50% | = | $32,000 | $224,000 | $32,000 |
2025 | $32,000 | x | 50% | = | $1,400* | $225,400 | $30,600 |
$225,400 |
Depreciation rate = 2 x Straight line depreciation rate = 2 x 25% = 50%
*At the end of the year annual depreciation expense should be adjusted to arrive ending book value as salvage value.
Hence, 32,000-30,600=$1,400
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