In: Accounting
[The following information applies to the questions displayed below.]
Exact Photo Service purchased a new color printer at the beginning of 2018 for $40,400. The printer is expected to have a four-year useful life and a $1,616 salvage value. The expected print production is estimated at 1,500,000 pages. Actual print production for the four years was as follows:
| 2018 | 545,500 | 
| 2019 | 480,700 | 
| 2020 | 378,800 | 
| 2021 | 387,900 | 
| Total | 1,792,900 | 
The printer was sold at the end of 2021 for $1,916.
Required
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. Leave no cells blank - be certain to enter "0" wherever required.)
| 
 A  | 
 Cost  | 
 $ 40,400.00  | 
| 
 B  | 
 Residual Value  | 
 $ 1,616.00  | 
| 
 C=A - B  | 
 Depreciable base  | 
 $ 38,784.00  | 
| 
 D  | 
 Life [in years]  | 
 4  | 
| 
 E=C/D  | 
 Annual SLM depreciation  | 
 $ 9,696.00  | 
| 
 F=E/C  | 
 SLM Rate  | 
 25.00%  | 
| 
 G=F x 2  | 
 DDB Rate  | 
 50.00%  | 
| 
 Year  | 
 Beginning Book Value  | 
 Depreciation rate  | 
 Depreciation expense  | 
 Ending Book Value  | 
 Accumulated Depreciation  | 
| 
 1  | 
 $ 40,400.00  | 
 50.00%  | 
 $ 20,200.00  | 
 $ 20,200.00  | 
 $ 20,200.00  | 
| 
 2  | 
 $ 20,200.00  | 
 50.00%  | 
 $ 10,100.00  | 
 $ 10,100.00  | 
 $ 30,300.00  | 
| 
 3  | 
 $ 10,100.00  | 
 50.00%  | 
 $ 5,050.00  | 
 $ 5,050.00  | 
 $ 35,350.00  | 
| 
 4  | 
 $ 5,050.00  | 
 $ 3,434.00  | 
 $ 1616.00  | 
 $ 38,784.00  | 
| 
 Year  | 
 Depreciation expense  | 
| 
 2018  | 
 $ 20,200.00  | 
| 
 2019  | 
 $ 10,100.00  | 
| 
 2020  | 
 $ 5,050.00  | 
| 
 2021  | 
 $ 3,434.00  |