A certain project will cost a firm 5000 today The project is
A certain project will cost a firm $5,000 today. The project is not expected to produce any cash flows until the second year, at which point it is expected to produce $6,200. No other cash flows are anticipated. If the appropriate cost of capital is15%, what is this project?s NPV? Round your answer to the nearest dollar
+$391
-$1,852
-$312
+$5,836
| A. | +$391 | |
| B. | -$1,852 | |
| C. | -$312 | |
| D. | +$5,836 |
Solution
Present value of inflows=cash inflow*Present value of discounting factor(rate%,time period)
=$6200/1.15^2
=(6200*0.756143667)
=$4688.09
NPV=Present value of inflows-Present value of outflows
=$4688.09-$5000
=-$312(Approx)(Negative)(C).
