An equipment at MNS Systems costing $600,000 was depreciated using the double declining balance (DDB) method. In year four, the company decided to switch to the straight-line depreciation method. Determine the depreciation charges in year 4. Assume a depreciable life of 10 years and a salvage value of $63,331.
Depreciation rate = 1 / Years = 1 / 10 = 10%
From year 1 to 3, there is double declining depreciation method, which means there would be depreciation of 20% of beginning balance of each year.
From year 4, there is depreciation per year equal to (307,200 - 63,331) / 7 = 34,838.43
Year | Beginning Value | Depreciation | Ending Balance |
1 | 600000 | 120000 | 480000 |
2 | 480000 | 96000 | 384000 |
3 | 384000 | 76800 | 307200 |
4 | 307200 | 34838.43 | 272361.6 |
5 | 272362 | 34838.43 | 237523.1 |
6 | 237523 | 34838.43 | 202684.7 |
7 | 202685 | 34838.43 | 167846.3 |
8 | 167846 | 34838.43 | 133007.9 |
9 | 133008 | 34838.43 | 98169.43 |
10 | 98169.4 | 34838.43 | 63331 |
At the end of year 10, we are left with 63,331 of salvage value.
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