Year | Cash inflows | PV factor | Present values |
1 | $170,000 | 0.9259 | $157,403 |
2 | $155,000 | 0.8573 | $132,881.5 |
3 | $150,000 | 0.7938 | $119,070 |
4 | $100,000 | 0.7350 | $73,500 |
5 | $100,000 | 0.6806 | $68,060 |
6 | $100,000 | 0.6302 | $63,020 |
7 | $95,000 | 0.5835 | $55,432.5 |
8 | $90,000 | 0.5403 | $48,627 |
8 | $20,000 (salvage value) | 0.5403 | $10,806 |
$728,800 |
Present value of cash inflows = $728,800
Present value of cash outflows = $750,000
1)
Net presents value = Present value of cash inflows - Present value of cash outflows
= $728,801 - $750,000
= ($21,200)
NPV is negative.
2)
Since NPV is negative, the company should not purchase the machine.
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