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?
A-$6,667
B-$4,012
C-$8,488
D-$3,411
Solution:-
Depreciation rate = 100/12 * 2
= 8.3333 * 2
= 16.667%
Year | Depreciation expense | Accumlated dep | Book value |
1 | 88000 * 16.667% = 14,667 | 14,667 | 73,333 |
2 | 73,333 * 16.667% = 12,222 | 26,889 | 61,111 |
3 | 61,111 * 16.667% = 10,185 | 37,074 | 50,926 |
4 | 50,926 * 16.667% = 8,488 | 45,562 | 42,438 |
5 | 42,438 * 16.667% = 7,073 | 52,635 | 35,365 |
6 | 35,365 * 16.667% = 5,894 | 58,529 | 29,471 |
7 | 29,471 * 16.667% = 4,912 | 63,441 | 24,559 |
8 | 24,559 * 16.667% = 4,093 | 67,534 | 20,466 |
9 | 20,466 * 16.667% = 3,411 | 70,945 | 17,055 |
10 | 17,055 * 16.667% = 2,843 | 73,788 | 14,212 |
So answer is 2843
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