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At the beginning of 2018, Copeland Drugstore purchased a new computer system for $210,000. It is expected to have a five-year life and a $30,000 salvage value.
Required
Compute the depreciation for each of the five years, assuming that the company uses
(1) Straight-line depreciation.
$ |
(2) Double-declining-balance depreciation. (Leave no cells blank - be certain to enter "0" wherever required.)
Double-Declining Balance | |
Year 1 | $ |
Year 2 | $ |
Year 3 | $ |
Year 4 | $ |
Year 5 | $ |
1. Annual depreciation (Straight-line depreciation) = (cost - salvage value) / life of the asssets
= ($210000 - $30000)/ 5 years
= $36,000
2.
Double declining depreciation rate = Straight line depreciation rate x 2
= (100/5 years) x 2
= 40%
Double-Declining Balance | |
Year 1 | $210000*40% = $84,000 |
Year 2 | (210000-84000)*40% = $50400 |
Year 3 | (210000-84000-50400)*40% = $30240 |
Year 4 | (210000-84000-50400-30240)*40% = $18144 |
Year 5 | (210000-84000-50400-30240-18144)*40% = $10,886.40 |
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