Required information [The following information applies to the questions displayed below.] In early January 2017, NewTech purchases computer equipment for $268,000 to use in operating activities for the next four years. It estimates the equipment’s salvage value at $30,000. rev: 07_27_2017_QC_CS-94103 Prepare a table showing depreciation and book value for each of the four years assuming double-declining-balance depreciation. (Enter all amounts positive values.)
Depreciation under Double-declining-balance method = (Cost-Accumulated depreciation)/Useful life*2
Depreciation | Book value | |
2017 | $134,000 [($268,000)/4*2] | $134,000 ($268,000-$134,000) |
2018 | $67,000 [($268,000-$134,000)/4*2] | $67,000 ($268,000-$134,000-$67,000) |
2019 | $33,500 [($268,000-$134,000-$67,000)/4*2] | $33,500 ($268,000-$134,000-$67,000-$33,500) |
2020 | $3,500 | $30,000 ($268,000-$134,000-$67,000-$33,500-$3,500) |
Depreciation in 2020 = ($268,000-$134,000-$67,000-$33,500)/4*2
= $16,750
Under Double-declining-balance method, Depreciation cannot be made below the salvage value.
So, Deprectaion in the year 2020 is limited to $3,500
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