Exact Photo Service purchased a new color printer at the beginning of 2018 for $38,000. The printer is expected to have a four-year useful life and a $3,500 salvage value. The expected print production is estimated at 1,500,000 pages. Actual print production for the four years was as follows:
2018 | 390,000 |
2019 | 410,000 |
2020 | 420,000 |
2021 | 300,000 |
Total | 1,520,000 |
The printer was sold at the end of 2021 for $1,650.
A)
Compute the depreciation expense for each of the four years, using double-declining-balance depreciation. (Do not round your intermediate calculations. Round final answers to the nearest whole dollar amount.)
Double Declining Balance | |
2018: | |
2019: | |
2020: | |
2021: | |
B)
Compute the depreciation expense for each of the four years, using units-of-production depreciation. (Round cost per unit to three decimal places.)
Units of Production | |
2018: | |
2019: | |
2020: | |
2021: | |
C)
Calculate the amount of gain or loss from the sale of the asset under each of the depreciation methods. (Amounts to be deducted should be indicated with minus sign.)
Double Declining Balance Amount : _________
Units of Production Amount: ____________
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Exact Photo Service | ||
Answer A | ||
Double Declining Method | Amount $ | Note |
Cost of printer | 38,000.00 | A |
Life | 4.00 | B |
Annual depreciation | 9,500.00 | C=A/B |
Depreciation rate | 25.00% | D=C/A |
Double Depreciation % | 50.00% | E=D*2 |
Depreciation for 2018 | 19,000.00 | F=A*E |
Book value at the end of 2018 | 19,000.00 | G=A-F |
Depreciation for 2019 | 9,500.00 | H=G*E |
Book value at the end of 2019 | 9,500.00 | G=A-F |
Depreciation for 2020 | 4,750.00 | H=G*E |
Book value at the end of 2020 | 4,750.00 | I=G-H |
Depreciation for 2021 | 2,375.00 | J=I*E |
Book value at the end of 2021 | 2,375.00 | K=I-J |
Answer C | Amount $ | |
Book value at the end of 2021 | 2,375.00 | See K |
Less: Sale Value | 1,650.00 | |
Loss on sale | 725.00 | |
Answer B | ||
Units of production method | Amount $ | Note |
Cost of printer | 38,000.00 | A |
Less: Residual Value | 3,500.00 | B |
Depreciable Value | 34,500.00 | C=A-B |
Expected pages | 1,500,000.00 | D |
Depreciation rate per page | 0.023 | E=C/D |
Pages printed in 2018 | 390,000.00 | F |
Depreciation for 2018 | 8,970.00 | G=F*E |
Pages printed in 2019 | 410,000.00 | H |
Depreciation for 2019 | 9,430.00 | I=H*E |
Pages printed in 2020 | 420,000.00 | J |
Depreciation for 2020 | 9,660.00 | K=J*E |
Pages printed in 2021 | 300,000.00 | L |
Depreciation for 2021 | 6,900.00 | M=L*E |
Answer C | Amount $ | |
Book value at the end of 2021 | 3,040.00 | N=A-G-I-K-M |
Less: Sale Value | 1,650.00 | |
Loss on sale | 1,390.00 |
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