Muncy, Inc., is looking to add a new machine at a cost of $4,133,250. The company expects this equipment will lead to cash flows of $816,322, $863,275, $937,250, $1,019,112, $1,212,960, and $1,225,000 over the next six years. If the appropriate discount rate is 15 percent, what is the NPV of this investment? Round to two decimal places.
Calculation of NPV of the Investment:
NPV = Cash inflows - Cash Outflows
Calculation of Cash inflows:
Year | Cash flows (1) | Discount rate @15% (2) | Discounted Cash flows (3) (1*2) |
1 | 816,322 | 1/1.15=0.869 | 709,384 |
2 | 863,275 | 1/(1.15)^2=0.756 | 652,636 |
3 | 937,250 | 1/(1.15)^3=0.657 | 615,773 |
4 | 1,019,112 | 1/(1.15)^4=0.572 | 582,932 |
5 | 1,212,960 | 1/(1.15)^5=0.497 | 602,841 |
6 | 1,225,000 | 1/(1.15)^6=0.432 | 5,292,00 |
Cash inflows | 3,692,766 |
Cash outflows = 4,133,250
NPV = Cash inflows - Cash Outflows
= 3,692,766-4,133,250
= -440,484
Since NPV is negative it is not advisable to make investment.
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