4.
A machine can be purchased for $248,000 and used for five years,
yielding the following net incomes. In projecting net incomes,
double-declining depreciation is applied using a five-year life and
a zero salvage value.
Year 1 | Year 2 | Year 3 | Year 4 | Year 5 | ||||||||||||||||
Net income | $ | 16,000 | $ | 41,000 | $ | 68,000 | $ | 56,500 | $ | 139,000 | ||||||||||
Compute the machine’s payback period (ignore taxes). (Round
payback period answer to 3 decimal places.)
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Answer to part 1
Computation of Annual Depreciation Expense
Year | Opening Book Value | Annual Depreciation | Accumulated Depreciation | Ending Book Value |
1 | 248000 | 99200 | 99200 | 148800 |
2 | 148800 | 59520 | 158720 | 89280 |
3 | 89280 | 35712 | 194432 | 53568 |
4 | 53568 | 21427.20 | 215859.20 | 32140.80 |
5 | 32140.80 | 12856.32 | 228715.52 | 19284.48 |
Answer to part 2
Computation of Annual Cash flow
Year | Net Income | Annual Depreciation | Net Cashflow | cummulative cashflow |
0 | -248000 | 0 | -248000 | -248000 |
1 | 16000 | 99200 | 115200 | 115200 |
2 | 41000 | 59520 | 100520 | 215720 |
3 | 68000 | 35712 | 103712 | 319432 |
4 | 56500 | 21427.20 | 77927.20 | 397359.20 |
5 | 139000 | 12856.32 | 151856.32 | 549215.52 |
Answer to part c
Payback period = 2 Years + (248000 - 215720)
(319432-215720)
= 2.311 Years
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