a. Cost of Truck= 90000+3000+1200+4800=99000 |
Straight-Line Depreciation Schedule | ||||||||
Depreciation for the Year | ||||||||
Asset | Depreciable | Useful Life | Depreciation | Accumulated | Book | |||
Date | Cost | Cost | Expense | Depreciation | Value | |||
1/2/2018 | $99,000.00 | |||||||
12/31/2018 | $90,000.00 | / | 5 | = | $18,000.00 | $18,000.00 | $81,000.00 | |
12/31/2019 | $90,000.00 | / | 5 | = | $18,000.00 | $36,000.00 | $63,000.00 | |
12/31/2020 | $90,000.00 | / | 5 | = | $18,000.00 | $54,000.00 | $45,000.00 | |
12/31/2021 | $90,000.00 | / | 5 | = | $18,000.00 | $72,000.00 | $27,000.00 | |
12/31/2022 | $90,000.00 | / | 5 | = | $18,000.00 | $90,000.00 | $9,000.00 | |
Depreciable cost =99000-9000 |
Depreciation per Unit = (Original Cost- Salvage Value)/ Estimated Life |
=(99000-9000)/100000 Mileager=$0.9 |
Units-of-Production Depreciation Schedule | ||||||||
Depreciation for the Year | ||||||||
Asset | Depreciation | Number of | Depreciation | Accumulated | Book | |||
Date | Cost | Per Unit | Mileage | Expense | Depreciation | Value | ||
1/2/2018 | $99,000 | |||||||
12/31/2018 | 0.9 | x | 21000 | = | $18,900 | $18,900 | $80,100.00 | |
12/31/2019 | 0.9 | x | 21000 | = | $18,900 | $37,800 | $61,200.00 | |
12/31/2020 | 0.9 | x | 21000 | = | $18,900 | $56,700 | $42,300.00 | |
12/31/2021 | 0.9 | x | 21000 | = | $18,900 | $75,600 | $23,400.00 | |
12/31/2021 | 0.9 | x | 16000 | = | $14,400 | $90,000 | $9,000.00 |
Double-Declining-Balance Depreciation Schedule | ||||||||
Depreciation for the Year | ||||||||
Asset | Book | DDB | Depreciation | Accumulated | Book | |||
Date | Cost | Value | Rate | Expense | Depreciation | Value | ||
1/2/2018 | $99,000 | |||||||
12/31/2018 | $99,000 | x | 40% | = | $39,600 | $39,600 | $59,400 | |
12/31/2019 | $59,400 | x | 40% | = | $23,760 | $63,360 | $35,640 | |
12/31/2020 | $35,640 | x | 40% | = | $14,256 | $77,616 | $21,384 | |
12/31/2021 | $21,384 | x | 40% | = | $8,554 | $86,170 | $12,830 | |
12/31/2022 | x | = | $3,830 | $90,000 | $9,000 | |||
DDB Rate= 1/ Estimated Life X 2= 1/5X2= 40% |
Fifth year depreciation= 12830-9000=$3830 |
The depreciation method that reports the highest net Income in first year is the straight Line .method. It Produces the lowest depreciation expense and therefore the highest net Income . |
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