A machine costing $85,000 with a 5-year life and $10,000 residual value was purchased January 2, 2019 Compute depreciation for each of the five years, using the declining-balance. Depreciation Expense (Show Calculation)
(1) Year 1
( 2) Year 2
(3) Year 3
(4) Year 4
(5) Year 5
Double Decling Balance:
Year | Beginning Balance ( a) | Dep.Rate ( b) | Dep. Expense ( a*b) =c | Ending Bal. ( a- c) = D |
1 | $85,000 | 40% | $34,000 | $51,000 |
2 | $51,000 | 40% | $20,400 | $30,600 |
3 | $30,600 | 40% | $12,240 | $18,360 |
4 | $18,360 | 40% | $7,344 | $11,016 |
5 | $11016 | - | $1016 | $10,000 |
Explanation:
1) Dep .Rate:
= 1/ Useful Life * 2 * 100
= 1/5 *2 *100 = 40%
2) Dep.Exp can not exceed salvage value. Therfore 5th year's exp would be :
( Beginng Value at 5th year - Salvage Value)
= ( $ 11,016 - $ 10,000 ) = $ 1016
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