On January 1, 2018, the Excel Delivery Company purchased a delivery van for $33,000. At the end of its five-year service life, it is estimated that the van will be worth $3,000. During the five-year period, the company expects to drive the van 100,000 miles.
1 | |||||
Straight line depreciation per year = (33000-3000)/5= $6000 | |||||
2 | |||||
Sum-of-the-years-digits = 5*(5+1)/2= 15 | |||||
Year | Depreciation | ||||
2018 | 10000 | =(33000-3000)/15*5 | |||
2019 | 8000 | =(33000-3000)/15*4 | |||
2020 | 6000 | =(33000-3000)/15*3 | |||
2021 | 4000 | =(33000-3000)/15*2 | |||
2022 | 2000 | =(33000-3000)/15*1 | |||
3 | |||||
Double declining rate =(1/5)*2 = 40% | |||||
Year | Beginning book value | Rate | Depreciation expense | Accumulated depreciation | Ending book value |
2018 | 33000 | 40% | 13200 | 13200 | 19800 |
2019 | 19800 | 40% | 7920 | 21120 | 11880 |
2020 | 11880 | 40% | 4752 | 25872 | 7128 |
2021 | 7128 | 40% | 2851 | 28723 | 4277 |
2022 | 4277 | 40% | 1277 | 30000 | 3000 |
4 | |||||
Depreciation rate per mile = (33000-3000)/100000= $0.30 | |||||
Year | Miles | Depreciation | |||
2018 | 22000 | 6600 | (22000*0.30) | ||
2019 | 24000 | 7200 | (24000*0.30) | ||
2020 | 15000 | 4500 | (15000*0.30) | ||
2021 | 20000 | 6000 | (20000*0.30) | ||
2022 | 21000 | 5700 | =30000-(6600+7200+4500+6000) | ||
Total | 30000 |
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