A hospital bought a new medical laser machine for 2,812,500 $. The machine will generate a cash flow of 562,500 $ for six years, which is the expected useful life starting Year 1. The cost of capital is 8 percent. The expected salvage value for each year is shown below:
Year |
Salvage Value |
0 |
2,812,500 |
1 |
2,250,000 |
2 |
1,687,500 |
3 |
937,500 |
4 |
375,000 |
5 |
93,750 |
6 |
0 |
Using NPV, determine at what year the hospital should dispose of the equipment.
Please make certain that you show your calculations.
Present Value, if Salvage Value taken for year | |||||||||||||||
Year | PVF@8% | year-0 | Year-1 | year-2 | year-3 | year-4 | year-5 | year-5 | |||||||
Amount | PV | Amount | PV | Amount | PV | Amount | PV | Amount | PV | Amount | PV | Amount | PV | ||
0 | 1 | 0 | -$2,812,500 | -$2,812,500 | -$2,812,500 | -$2,812,500 | -$2,812,500 | -$2,812,500 | -$2,812,500 | -$2,812,500 | -$2,812,500 | -$2,812,500 | -$2,812,500 | -$2,812,500 | |
1 | 0.925926 | $2,812,500 | $2,604,167 | $562,500 | $520,833 | $562,500 | $520,833 | $562,500 | $520,833 | $562,500 | $520,833 | $562,500 | $520,833 | ||
2 | 0.857339 | $2,250,000 | $1,929,012 | $562,500 | $482,253 | $562,500 | $482,253 | $562,500 | $482,253 | $562,500 | $482,253 | ||||
3 | 0.793832 | $1,500,000 | $1,190,748 | $562,500 | $446,531 | $562,500 | $446,531 | $562,500 | $446,531 | ||||||
4 | 0.73503 | $937,500 | $689,090 | $562,500 | $413,454 | $562,500 | $413,454 | ||||||||
5 | 0.680583 | $656,250 | $446,633 | $562,500 | $382,828 | ||||||||||
6 | 0.63017 | $562,500 | $354,470 | ||||||||||||
NPV | $0 | -$208,333 | $0 | -$362,654 | -$187,500 | -$618,665 | -$187,500 | -$673,792 | $93,750 | -$502,796 | $562,500 | -$212,130 | |||
* End year = Residual Value + Cashflow generated for such year |
In all the option NPV is Negative , hence it's recommended to sold the equipment at year 0 , to recover the salvage value equivalent to cost of Equipment.
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