Straight line Depreciation = (Original Value - Salvage Value) /
Useful Life
= ($74700-5100)/5 = $13920
Date | Asset Cost | Depreciable Cost | Useful Life | Depreciation Expense | Acc Dep | Book Value |
01-01-2018 | $ 74,700 | $ 74,700 | ||||
12-31-2018 | $ 69,600 | 5 | $ 13,920 | $ 13,920 | $ 60,780 | |
12-31-2019 | $ 55,680 | 4 | $ 13,920 | $ 27,840 | $ 46,860 | |
12-31-2020 | $ 41,760 | 3 | $ 13,920 | $ 41,760 | $ 32,940 | |
12-31-2021 | $ 27,840 | 2 | $ 13,920 | $ 55,680 | $ 19,020 | |
12-31-2022 | $ 13,920 | 1 | $ 13,920 | $ 69,600 | $ 5,100 |
Unit of Production Method =(Original Value - Salvage Value) /
Total Capacity
= ($ 74700-5100)/92800 = $0.75 per mile
Date | Asset Cost | Depreciation per unit | Number of Units | Depreciation Expense | Acc Dep | Book Value |
01-01-2018 | $ 74,700 | $ 74,700 | ||||
12-31-2018 | $ 0.75 | 20000 | $ 15,000 | $ 15,000 | $ 59,700 | |
12-31-2019 | $ 0.75 | 20000 | $ 15,000 | $ 30,000 | $ 44,700 | |
12-31-2020 | $ 0.75 | 20000 | $ 15,000 | $ 45,000 | $ 29,700 | |
12-31-2021 | $ 0.75 | 20000 | $ 15,000 | $ 60,000 | $ 14,700 | |
12-31-2022 | $ 0.75 | 12800 | $ 9,600 | $ 69,600 | $ 5,100 |
Double Declining Balance method = Beginning Balance x 2 times straight line rate
Date | Asset Cost | Book Value | DDB Rate | Depreciation Expense | Acc Dep | Book Value |
01-01-2018 | $ 74,700 | $ 74,700 | ||||
12-31-2018 | $ 74,700 | 40% | $ 29,880 | $ 29,880 | $ 44,820 | |
12-31-2019 | $ 44,820 | 40% | $ 17,928 | $ 47,808 | $ 26,892 | |
12-31-2020 | $ 26,892 | 40% | $ 10,757 | $ 58,565 | $ 16,135 | |
12-31-2021 | $ 16,135 | 40% | $ 6,454 | $ 65,019 | $ 9,681 | |
12-31-2022 | $ 9,681 | 40% | $ 3,872 | $ 68,891 | $ 5,809 |
2.
Staright line Depreciation should be used as it gives lowest
depreciation for 1st year, hence highest net income
straight-ling units adicion i Requirements set 4.700 1. Prepare a depreciation schedule for each depreciation method,...
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