Part A
Cost of the machine = 325020+1820+8150 = $334990
Part 1
Year |
Depreciable cost |
Depreciation expense |
Accumulated depreciation |
Carrying amount |
2018 |
253530 |
50706 |
50706 |
284284 |
2020 |
253530 |
50706 |
101412 |
233578 |
2021 |
253530 |
50706 |
152118 |
182872 |
2022 |
253530 |
50706 |
202824 |
132166 |
2023 |
253530 |
50706 |
253530 |
81460 |
Depreciable cost = cost of machine – residual value = 334990-81460 = 253530
Depreciation expense = 253530/5 = 50706
Part 2
Depreciation rate = 1/ estimated life * 2 = 1/5 * 2 = 40%
Year |
Opening carrying amount |
Depreciation expense |
Accumulated depreciation |
Carrying amount |
2018 |
334990 |
133996 |
133996 |
200994 |
2020 |
200994 |
80398 |
214394 |
120596 |
2021 |
120596 |
39136 |
253530 |
81460 |
2022 |
81460 |
0 |
253530 |
81460 |
2023 |
81460 |
0 |
253530 |
81460 |
Part 3
Depreciation per unit = (334990-81460)/6326 = 40.08
Year |
Units of production |
Depreciation expense |
Accumulated depreciation |
Carrying amount |
2018 |
999 |
40040 |
40040 |
294950 |
2020 |
1507 |
60401 |
100441 |
234549 |
2021 |
1436 |
57555 |
157996 |
176995 |
2022 |
1364 |
54669 |
212665 |
122325 |
2023 |
1020 |
40865 |
253530 |
81460 |
Part B
Double declining method
As in double declining method, the depreciation expense is high in the early years and due high depreciation expenses, net income decreases.
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