Suppose a company has proposed a new 5-year project. The project has an initial outlay of $169,000 and has expected cash flows of $38,000 in year 1, $45,000 in year 2, $60,000 in year 3, $69,000 in year 4, and $77,000 in year 5. The required rate of return is 13% for projects at this company. What is the discounted payback for this project? (Answer to the nearest tenth of a year, e.g. 3.2)
Year | Cash flows | Present value@13% | Cumulative Cash flows |
0 | (169000) | (169000) | (169000) |
1 | 38000 | 33628.32 | (135371.68) |
2 | 45000 | 35241.60 | (100,130.08) |
3 | 60,000 | 41583.01 | (58547.07) |
4 | 69000 | 42318.99 | (16228.08) |
5 | 77000 | 41792.52 | 25564.44(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).
=4+(16228.08/41792.52)
=4.4 years(Approx).
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