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Part 1. A machine costing $22,000 with a five-year life and an estimated $2,000 salvage value is installed on January 1. The
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Answer #1

Under Straight line method

Depreciation expense= (Original cost-Salvage value)/Estimated useful life

= ($22000-2000)/5= $4000 per year

Under Units-of-Production method

Depreciation expense per unit= (Original cost-Salvage value)/Estimated units produced

= ($22000-2000)/1000= $20 per unit

Year Depreciation expense
Year 1 (200*$20)= $4000
Year 2 (400*$20)= 8000
Year 3 (300*$20)= 6000
Year 4 (80*$20)= 1600
Year 5 400
Total $20000

Accumulated depreciation at the end of the Year 4= $4000+8000+6000+1600= $19600

Depreciation expense for the Year 5= Total depreciation-Accumulated depreciation at the end of the Year 4

= $20000-19600= $400

Under Double-Declining-Balance method

Depreciation rate= 100/5*2= 40%

Year Depreciation expense Book value at the end of the Year
Year 1 ($22000*40%)= $8800 ($22000-8800)= 13200
Year 2 (13200*40%)= 5280 (13200-5280)= 7920
Year 3 (7920*40%)= 3168 (7920-3168)= 4752
Year 4 (4752*40%)= 1901 (4752-1901)= 2851
Year 5 851 (2851-851)= 2000
$20000

Accumulated depreciation at the end of the Year 4= $8800+5280+3168+1901= $19149

Depreciation for Year 5= Total depreciation-Accumulated depreciation at the end of the Year 4

= $20000-19149= $851

Year Straight-Line Units-of-Production Double-Declining-Balance
Year 1 $4000 $4000 $8800
Year 2 $4000 $8000 $5280
Year 3 $4000 $6000 $3168
Year 4 $4000 $1600 $1901
Year 5 $4000 $400 $851
Total $20000 $20000 $20000
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