What is the net present value of the following set of cash flows at a discount rate of 6 percent? At 12 percent?
Year |
Cash Flow |
|
0 |
−$ |
47,500 |
1 |
12,500 |
|
2 |
18,500 |
|
3 |
21,500 |
|
4 |
22,000 |
NPV = Present Value of Cash flows - Initial Investment
Year | Cash Flow | PVIF @6% | Present Value |
0 | $(47,500.00) | 1.0000 | $ (47,500.00) |
1 | $ 12,500.00 | 0.9434 | $ 11,792.45 |
2 | $ 18,500.00 | 0.8900 | $ 16,464.93 |
3 | $ 21,500.00 | 0.8396 | $ 18,051.81 |
4 | $ 22,000.00 | 0.7921 | $ 17,426.06 |
NPV | $ 16,235.26 |
NPV @12%
Year | Cash Flow | PVIF @12% | Present Value |
0 | $(47,500.00) | 1.0000 | $ (47,500.00) |
1 | $ 12,500.00 | 0.8929 | $ 11,160.71 |
2 | $ 18,500.00 | 0.7972 | $ 14,748.09 |
3 | $ 21,500.00 | 0.7118 | $ 15,303.28 |
4 | $ 22,000.00 | 0.6355 | $ 13,981.40 |
NPV | $ 7,693.47 |
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