You purchased a molding machine at a cost of $88,000. It has an estimated useful life of 12 years with a salvage value of $8,000. What is the 10 year depreciation for this machine computed by the double declining balance method? PLease show formulas used. Will rate. Thanks
a) 6,667 | ||
b) |
$4,012. |
|
c) |
$8,488. |
|
d) |
$3018. |
Calculate depreciation :
Depreciation rate = 100/12*2 = 16.67%
Year | Depreciation expense | Accumlated dep | Book value |
1 | 88000*16.67% = 14670 | 14670 | 73330 |
2 | 73330*16.67% = 12224 | 26894 | 61106 |
3 | 61106*16.67% = 10186 | 37080 | 50920 |
4 | 50920*16.67% = 8488 | 45568 | 42432 |
5 | 42432*16.67% = 7073 | 52641 | 35359 |
6 | 35359*16.67% = 5894 | 58535 | 29465 |
7 | 29465*16.67% = 4912 | 63447 | 24553 |
8 | 24553*16.67% = 4093 | 67540 | 20460 |
9 | 20460*16.67% = 3411 | 70951 | 17049 |
10 | 17049*16.67% = 2842 | 73793 | 14207 |
So answer is 2842
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