A machine costing $185,000 with a 5-year life and $20,000 residual value was purchased January 2. Compute depreciation for each of the five years, using the double-declining-balance method.

Respuesta :

The computation of the depreciation for each of the five years under the Double-declining-balance method is as follows:

Year         Depreciation Expense

Year 1       $74,000 ($185,000 x 40%)

Year 2     $44,400 ($111,000 x 40%)

Year 3    $26,640 ($66,600 x 40%)

Year 4    $15,984 ($39,960 x 40%)

Year 5     $3,976 ($23,976 - $20,000)

Data and Calculations:

Cost of Equipment = $185,000

Residual value = $20,000

Depreciable amount = $165,000 ($185,000 - $20,000)

Estimated useful life = 5 years

Depreciation rate = 40% (100/5 x 2)

Depreciation for the five years:

Year 1 = $74,000 ($185,000 x 40%)

Reduced balance = $111,000 ($185,000 - $74,000)

Year 2 = $44,400 ($111,000 x 40%)

Reduced balance = $66,600 ($111,000 - $44,400)

Year 3 = $26,640 ($66,600 x 40%)

Reduced balance = $39,960 ($66,600 - $26,640)

Year 4 = $15,984 ($39,960 x 40%)

Reduced balance = $23,976 ($39,960 - $15,984)

Year 5 = $3,976 ($23,976 - $20,000)

Thus, the accumulated depreciation at the end of year 5 is $165,000.

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