Answer:
Results are below.
Explanation:
Giving the following information:
Purchase price= $80,000
Salvage value= $8,000
Useful life= 8 years
To calculate the annual depreciation under the double-declining balance method, we need to use the following formula:
Annual depreciation= 2*[(book value)/estimated life (years)]
2018:
Annual depreciation= 2*[(80,000 - 8,000) / 8]
Annual depreciation= $18,000
Now, the straight-line method:
Annual depreciation= (original cost - salvage value)/estimated life (years)
Annual depreciation= (80,000 - 72,000) / 8
Annual depreciation= $9,000
It remains constant during useful life.
Finally, the units-of-activity method (suppose 15,000 hours):
Annual depreciation= [(original cost - salvage value)/useful life of production in hours]*hours operated
Annual depreciation= [(80,000 - 8,000) / 80,000]*15,000
Annual depreciation= $13,500
Depreciation refers to the reduction in the value of asset over time and such valued reduction are reflected in the Balance sheet at year ended.
Computing the Straight-line depreciation for 2017 and 2018
Depreciation for 2017 = (Cost - Salvage value) / Useful Life
Depreciation for 2017 = (104,000 - 8,000) /8
Depreciation for 2017 = $96,000 / 8
Depreciation for 2017 = $12,000 per year
For the 3 month, Depreciation for 2017 = $12,000*3/12 = $3,000
Depreciation for 2018 = (Cost - Salvage) / Useful Life
Depreciation for 2018 = ($104,000 - $8,000) /8
Depreciation for 2018= $96,00 ) /8
Depreciation for 2018 = 12000
Computing the Declining-balance using double the straight-line rate for 2017 and 2018
Useful life = 8 Year
Straight line Depreciation % = 1/8
Straight line Depreciation = 0.125
Straight line Depreciation = 12.50%
Depreciation Rate = 2 * 12.50
Depreciation Rate = 25%
Depreciation for Year 2017 = $104,000*25%*3/12
Depreciation Rate = $6,500
Depreciation for Year 2018 = ($104,000 - $6,500)*20%
Depreciation for Year 2018 = $24,375
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