Respuesta :
Answer:
A. Straight-line method
Year Depreciation Expense Accumulated Depreciation Net Book Value
Year 1 $36,000 $36,000 $116,000
Year 2 $36,000 $72,000 $80,000
Year 3 $36,000 $108,000 $44,000
Year 4 $36,000 $144,000 $8,000
B. Units of production method
Year 1 $49,500 $49,500 $102,500
Year 2 $34,200 $99,000 $68,300
Year 3 $28,800 $148,500 $39,500
Year 4 $31,500 $198,000 $8,000
C. Double-declining balance method
Year 1 $76,000 $76,000 $76,000
Year 2 $38,000 $152,000 $38,000
Year 3 $19,000 $228,000 $19,000
Year 4 $9,500 $304,000 $9,500
Explanation:
a. Calculation to Complete a separate depreciation using the straight line method:
STRAIGHT LINE METHOD
First step is to calculate the Depreciable value of the asset using this formula
Depreciable value of the asset = Total cost of asset - Estimated salvage value of asset
Let plug in the formula
Depreciable value of the asset= $152,000 - $8,000
Depreciable value of the asset= $144,000
Second step is to calculate the Depreciation rate per year
Depreciation rate per year = (1/4) * 100 year useful life
Depreciation rate per year = 25%
Third step is to calculate the Annual depreciation using this formula
Annual depreciation = Depreciable value x Depreciation rate per year
Let plug in the formula
Annual depreciation= $144,000 x 25%
Annual depreciation = $36,000
Now let Complete the Depreciation schedule
Year Depreciation Expense Accumulated Depreciation Net Book Value
At Acquisition $152,000
Year 1 $36,000 $36,000 $116,000
($152,000- $36,000=$116,000)
Year 2 $36,000 $72,000 $80,000
($152,000 - $72,000=$80,000)
Year 3 $36,000 $108,000 $44,000
($152,000 - $108,000=$44,000)
Year 4 $36,000 $144,000 $8,000
($152,000 - $144,000=$8,000)
b. Calculation to determine the depreciation using units of production method
UNITS OF PRODUCTION METHOD
First step is to calculate the Depreciation amount per year using this formula
Depreciation = ( Depreciable value of the asset x Annual usage of hours ) / Total estimated machine hours
Let plug in the formula
Year 1 = ($144,000 x 5,500 hours) / 16,000 hours Year 1 = $49,500
Year 2 = ($144,000 x 3,800 hours) / 16,000 hours
Year 2= $34,200
Year 3 = ($144,000 x 3,200 hours) / 16,000 hours
Year 3= $28,800
Year 4 = ($144,000 x 3,500 hours) / 16,000 hour Year 4= $31,500
Now let Complete the Depreciation schedule
Year Depreciation Expense Accumulated Depreciation Net Book Value
At Acquisition $152,000
Year 1 $49,500 $49,500 $102,500
($152,000 - $49,500=$102,500)
Year 2 $34,200 $99,000 $68,300
($152,000 - $99,000=$68,300)
Year 3 $28,800 $148,500 $39,500
($152,000 - $148,500=$39,500)
Year 4 $31,500 $198,000 $8,000
($152,000 - $198,000=$8,000)
c. Calculation to determine the depreciation using double-declining balance method
DOUBLE-DECLINING BALANCE METHOD
First step is calculate the Depreciation rate using this formula
Depreciation rate = 1/useful life * 100
Let plug in the formula
Depreciation rate = (1/4) * 100
Depreciation rate = 25%
Second step is to calculate the Depreciation per year using this formula
Double-declining balance = 2 x cost of the asset x Depreciation rate
Let plug in the formula
Year 1 depreciation = 2 x $152,000 x 25%
Year 1 depreciation = $76,000
Year 2 depreciation = 2 x ($152,000 - $76,000) x 25%
Year 2 depreciation = $38,000
Year 3 depreciation = 2 x ($152,000 - $76,000 - $38,000) x 25%
Year 3 depreciation = $19,000
Year 4 depreciation = 2 x ($152,000 - $76,000 - $38,000 - $19,000) x 25%
Year 4 depreciation = $9,500
Now let Complete the Depreciation schedule
Year Depreciation Expense Accumulated Depreciation Net Book Value
At Acquisition $152,000
Year 1 $76,000 $76,000 $76,000
($152,000-$76,000=$76,000)
Year 2 $38,000 $152,000 $38,000
($76,000+$76,000=$152,000)
Year 3 $19,000 $228,000 $19,000
($152,000+$76,000=$228,000)
Year 4 $9,500 $304,000 $9,500
($228,000+$76,000=$304,000)
Therefore the Complete a separate depreciation schedule for each of the alternative methods are:
A. Straight-line method
Year Depreciation Expense Accumulated Depreciation Net Book Value
Year 1 $36,000 $36,000 $116,000
Year 2 $36,000 $72,000 $80,000
Year 3 $36,000 $108,000 $44,000
Year 4 $36,000 $144,000 $8,000
B. Units of production method
Year 1 $49,500 $49,500 $102,500
Year 2 $34,200 $99,000 $68,300
Year 3 $28,800 $148,500 $39,500
Year 4 $31,500 $198,000 $8,000
C. Double-declining balance method
Year 1 $76,000 $76,000 $76,000
Year 2 $38,000 $152,000 $38,000
Year 3 $19,000 $228,000 $19,000
Year 4 $9,500 $304,000 $9,500