In: Accounting
On January 2, 2015, Roth, Inc. purchased a laser cutting machine to be used in the fabrication of a part for one of its key products. The machine cost $120,000, and its estimated useful life was four years or 1,150,000 cuttings, after which it could be sold for $5,000.
Required
a. Calculate each year’s depreciation expense for the machine's
useful life under each of the following depreciation methods (round
all answers to the nearest dollar):
1. Straight-line.
2. Double-declining balance.
3. Units-of-production. (Assume annual production in cuttings of
280,000; 430,000; 360,000; and 80,000.)
1. Straight-Line
Year |
Depreciation Expense |
---|---|
2015 | $Answer |
2016 | Answer |
2017 | Answer |
2018 | Answer |
2. Double-declining balance
Year |
Depreciation Expense |
---|---|
2015 | $Answer |
2016 | Answer |
2017 | Answer |
2018 | Answer |
2019 | Answer |
3. Units of Production
Year |
Depreciation Expense |
---|---|
2015 | $Answer |
2016 | Answer |
2017 | Answer |
2018 | Answer |
b. Assume that the machine was purchased on July 1, 2015.
Calculate each year’s depreciation expense for the machine's useful
life under each of the following depreciation methods:
1. Straight-line.
2. Double-declining balance.
1. Straight-Line
Year |
Depreciation Expense |
---|---|
2015 | $Answer |
2016 | Answer |
2017 | Answer |
2018 | Answer |
2019 | Answer |
2. Double-declining balance (Round answers to the nearest whole number, when appropriate.)
Year |
Depreciation Expense |
---|---|
2015 | $Answer |
2016 | Answer |
2017 | Answer |
2018 | Answer |
2019 | Answer |
Answer to Part a.
Straight Line Depreciation:
Depreciation per Year = (Cost – Salvage Value) / Useful
Life
Depreciation per Year = (120,000 – 5,000) / 4
Depreciation per Year = $28,750
Year |
Depreciation Expense |
2015 |
$28,750 |
2016 |
$28,750 |
2017 |
$28,750 |
2018 |
$28,750 |
Double Declining
Depreciation:
Double Declining Depreciation Rate = 2 * Straight Line
Depreciation Rate
Straight Line Depreciation Rate = 1 / Useful Life
Straight Line Depreciation Rate = 1 / 4 = 25%
Double Declining Depreciation Rate = 2 * 25% = 50%
Year |
Depreciation Expense |
2015 |
$60,000 |
2016 |
$30,000 |
2017 |
$15,000 |
2018 |
$7,500 |
Unit of Production
Depreciation:
Depreciation per Unit = (Cost – Salvage Value) / Expected Units
over life
Depreciation per Unit = (120,000 – 5,000) / 1,150,000
Depreciation per Unit = $0.10
Depreciation for the year 2015 = 280,000 * $0.10 = $28,000
Depreciation for the year 2016 = 430,000 * $0.10 = $43,000
Depreciation for the year 2017 = 360,000 * $0.10 = $36,000
Depreciation for the year 2018 = 80,000 * $0.10 = $8,000
Year |
Depreciation Expense |
2015 |
$28,000 |
2016 |
$43,000 |
2017 |
$36,000 |
2018 |
$8,000 |
Answer to Part b.
Straight Line Depreciation:
Depreciation per Year = (Cost – Salvage Value) / Useful
Life
Depreciation per Year = (120,000 – 5,000) / 4
Depreciation per Year = $28,750
Depreciation in the year 2015 will be charged for 6 months.
Depreciation for the year 2015 = $28,750 * 6/12 = $14,375
Year |
Depreciation Expense |
2015 |
$14,375 |
2016 |
$28,750 |
2017 |
$28,750 |
2018 |
$28,750 |
Double Declining
Depreciation:
Double Declining Depreciation Rate = 2 * Straight Line
Depreciation Rate
Straight Line Depreciation Rate = 1 / Useful Life
Straight Line Depreciation Rate = 1 / 4 = 25%
Double Declining Depreciation Rate = 2 * 25% = 50%
Depreciation in the year 2015 will be charged for 6 months.
Year |
Depreciation Expense |
2015 |
$30,000 |
2016 |
$45,000 |
2017 |
$22,500 |
2018 |
$11,250 |