(1): Straight line depreciation: Here annual depreciation = (price – salvage value)/no. of years = (40,500-2,400)/3 = $12,700 per year
Income statement | Balance Sheet | |||
Year | Depreciation expense | Cost | Accumulated depreciation | Book value |
At acquisition | 40,500 | |||
1 | 12,700 | 40,500 | 12,700 | 27,800 |
2 | 12,700 | 40,500 | 25,400 | 15,100 |
3 | 12,700 | 40,500 | 38,100 | 2,400 |
(2): Units of production: Amount to be depreciated = 40500 - 2400 = 38100. Total payments = 270,000 and so depreciation per payment = 38100/270000 = 0.1411. Thus depreciation in year 1 = 64800*0.1411 = 9144. In year 2 = 148500*0.1411 = 20955 and in year 3 = 56700*0.1411 = 8001
Income statement | Balance Sheet | |||
Year | Depreciation expense | Cost | Accumulated depreciation | Book value |
At acquisition | 40,500 | |||
1 | 9,144 | 40,500 | 9,144 | 31,356 |
2 | 20,955 | 40,500 | 30,099 | 10,401 |
3 | 8,001 | 40,500 | 38,100 | 2,400 |
(3): Double declining balance method: Here the annual rate of depreciation will be = 100%/3 *2 = 66.67% per year. So depreciation in year 1 = 66.67% of 40500 = 27000. In year 2 = 66.67% of (40500-27000) = 9000. In year 3 depreciation amount = book value at end of year 2 - residual value = 4500-2400 = 2100
Income statement | Balance Sheet | |||
Year | Depreciation expense | Cost | Accumulated depreciation | Book value |
At acquisition | 40,500 | |||
1 | 27,000 | 40,500 | 27,000 | 13,500 |
2 | 9,000 | 40,500 | 36,000 | 4,500 |
3 | 2,100 | 40,500 | 38,100 | 2,400 |
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