You are considering a project which will provide annual cash inflows of $5,832, $5,792, and $6,106 at the end of each year for the next three years, respectively. What is the net present value of the project, given an initial investment of $15,751 and a 6 percent discount rate.?
Sol:
Initial investment = $15,751
Cash Flows = Year 1 - $5832, Year 2 - $5792, Year 3 - $6106
Discount rate = 6%
To determine net present value of the project:
Computation of NPV of the project | |||
Period | Cash flow | PV factor @6% | Present value |
0 | -15751.00 | 1 | -15751.00 |
1 | 5832 | 0.9434 | 5501.89 |
2 | 5792 | 0.8900 | 5154.86 |
3 | 6106 | 0.8396 | 5126.72 |
Net Present Value | 32.46 |
Therefore net present value of the project will be $32.46
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