n |
Project Cash Flow ($) |
0 |
-$ 3,500 |
1 |
$ 1,600 |
2 |
$ 2,800 |
3 |
$ 3,500 |
4 |
$ 2,200 |
Year | Cash flows | Cumulative Cash flows |
0 | (3500) | (3500) |
1 | 1600 | (1900) |
2 | 2800 | 900 |
3 | 3500 | 4400 |
4 | 2200 | 6600 |
Payback period=Last period with a negative cumulative cash flow+(Absolute value of cumulative cash flows at that period/Cash flow after that period).
=1+(1900/2800)
=1.68 years(Approx).
Year | Cash flows | Present value@15% | Cumulative Cash flows |
0 | (3500) | (3500) | (3500) |
1 | 1600 | 1391.30 | (2108.7) |
2 | 2800 | 2117.20 | 8.5 |
3 | 3500 | 2301.31 | 2309.81 |
4 | 2200 | 1257.86 | 3567.67(Approx). |
Hence discounted payback period=Last period with a negative cumulative cash flow+(Absolute value of cumulative cash flows at that period/Cash flow after that period).
=1+(2108.7/2117.20)
=2 years(Approx).
Consider the investment project in the table below with four-year investment life n Project Cash Flow...
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c) What is the discounted payback period?
d) What is the NPV at i ?
e) What is the Internal Rate of Return (IRR)?
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