1) Straight-line: | |||||
Straight-Line Depreciation | |||||
Choose Numerator | / | Choose Denominator | = | Annual Depreciation | |
Depreciable Value | / | Number of Useful life in years | = | Annual Depreciation | |
$220,000 | / | 10 | = | $22,000 | |
Year | Annual Depreciation | * | Fraction of Year | = | Depreciation Expense |
2021 | $22,000 | * | 3/12 months | = | $5,500 |
2022 | $22,000 | * | 1 | = | $22,000 |
Depreciable value = $224,000 - $4,000 = $220,000 | |||||
Depreciation expense = $220,000/10 years | |||||
Depreciation expense under straight-line method is same in all the years. |
2) Double-declining balance | ||||||
Depreciation for the Period | End of Period | |||||
Annual Period | Beginning of Period Book Value (a) | Depreciation Rate (%) (b) | Fraction of Year (c ) | Depreciation Expense (d=a*b*c) | Accumulated Depreciation (d+d) | Book Value (a-d) |
2021 | $224,000 | 20% | 3/12. | $11,200 | $11,200 | $212,800 |
2022 | $212,800 | 20% | 1 | $42,560 | $53,760 | $170,240 |
Depreciation rate under double declining balance method = 1/10 years = 10%*2 = 20% |
3)
Select formula for Units of Production Depreciation: | |
Depreciation cost per unit * units produced | |
Calculate 2021 depreciation expense: | |
Depreciation per unit rate (a) | $0.55 |
Units produced in 2021 (b) | 20,000 |
Depreciation in 2021 (a*b) | $11,000 |
Calculate 2022 depreciation expense: | |
Depreciation per unit rate (a) | $0.55 |
Units produced in 2021 (b) | 35,000 |
Depreciation in 2021 (a*b) | $19,250 |
Depreciation cost per unit = $224,000 - $4,000 = $220,000/400,000 units = $0.55 per unit. |
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