1. Answer -
Year | Depreciation Expense | Accumulated Depreciation |
2018 | $26340 | $26340 |
2019 | $26340 | $52680 |
2020 | $21072 | $73752 |
2021 | $21072 | $94824 |
2022 | $21072 | $115896 |
2023 | $27352 | $143248 |
2024 | $27352 | $170600 |
Calculation:
Cost of equipment = $175600
Salvage value = $17560 [For first five years]
Salvage value = $5000 [For Year 2023 and 2024]
Useful life = 6 years [For first two years]
Useful life = 7 years [For remaining years]
Straight-line method:
Depreciation expense = (Cost of equipment - Salvage value) / Useful life
For Year 2018 and 2019
Depreciation expense = ($175600 - $17560) / 6 years
Depreciation expense = $26340 for each of two years
For Year 2018
Accumulated depreciation = $26340
For Year 2019
Accumulated depreciation = $26340 + $26340 = $52680
Book value of equipment at the end of year 2019 = $175600 - $52680 = $122920
For Year 2020, 2021 and 2022
Here, Useful life of equipment is 7 years instead of 6 years
Therefore, Useful life of equipment = 5 years (7 - 2)
So,
Depreciation expense = ($122920 - $17560) / 5 years
Depreciation expense = $21072 for each of three years
For Year 2020
Accumulated depreciation = $52680 + $21072 = $73752
For Year 2021
Accumulated depreciation = $73752 + $21072 = $94824
For Year 2022
Accumulated depreciation = $94824 + $21072 = $115896
Book value of equipment at the end of year 2019 = $175600 - $115896 = $59704
For Year 2023 and 2024
Here, Salvage value was reduced to $5000
And useful life of equipment = 2 years (7 - 5)
Therefore,
Depreciation expense = ($59704 - $5000) / 2 years
Depreciation expense = $27352 for each of two years
For Year 2023
Accumulated depreciation = $115896 + $27352 = $143248
For Year 2024
Accumulated depreciation = $143248 + $27352 = $170600
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