1) | Straight line depreciation | |||
= (cost - salvage value )/ life of asset | ||||
=($516000-46440)/12 | ||||
=$39130 | ||||
Dpreciation for year 1 | $ 39,130 | |||
Dpreciation for year 2 | $ 39,130 | |||
Dpreciation for year 3 | $ 39,130 | |||
2) | Sum of digit method | |||
Depreciable amount = $516000-46440 =$469560 | ||||
Year | sum of digit | Deprecition | ||
a | b | c=469560/78*b | ||
1 | 12 | 72240 | ||
2 | 11 | 66220 | ||
3 | 10 | 60200 | ||
4 | 9 | 54180 | ||
5 | 8 | 48160 | ||
6 | 7 | 42140 | ||
7 | 6 | 36120 | ||
8 | 5 | 30100 | ||
9 | 4 | 24080 | ||
10 | 3 | 18060 | ||
11 | 2 | 12040 | ||
12 | 1 | 6020 | ||
78 | 0 | |||
Dpreciation for year 1 | $ 72,240 | |||
Dpreciation for year 2 | $ 66,220 | |||
Dpreciation for year 3 | $ 60,200 | |||
3) | Double decling balance method | |||
Useful Life | 12 | Years | ||
Cost | $ 5,16,000 | |||
Residual Value | $ 46,440 | |||
Depreciable Value | $ 4,69,560 | |||
Depreciation Rate | 16.67% | |||
Year | Depreciation Expenses | Acc Depreciation | Book Value End Of Year | |
1 | $ 86,000 | $ 86,000 | $ 4,30,000 | |
2 | $ 71,667 | $ 1,57,667 | $ 3,58,333 | |
3 | $ 59,722 | $ 2,17,389 | $ 2,98,611 |
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(a)
Your answer is correct.
Compute the amount of depreciation for each of Years 1 through 3
using the straight-line depreciation method. (Round
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Depreciation for Year 1
$enter a dollar amount rounded to 0 decimal places
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