What is the NPV of a project costing $250,000 with a WACC = 11%? The cash flows for this project are shown below. Should you accept or reject the project?
Year 1 $75,000
Year 2 $125,000
Year 3 $125,000
Year 4 $125,000
Year 5 $50,000
Discount rate = WACC = R = 11% |
Present Values |
||
Year |
Cash flows |
Discount factor or PV factors = Df = 1/(1+R)^Year |
PV of cash flows = Cash flows x Df |
0 |
-$250,000.00 |
1.000000 |
-$250,000.00 |
1 |
$75,000.00 |
0.900901 |
$67,567.57 |
2 |
$125,000.00 |
0.811622 |
$101,452.80 |
3 |
$125,000.00 |
0.731191 |
$91,398.92 |
4 |
$125,000.00 |
0.658731 |
$82,341.37 |
5 |
$50,000.00 |
0.593451 |
$29,672.57 |
Net Present Value = Total of Present Values = |
$122,433.23 |
NPV = $122,433.23
As NPV is positive we should accept the project. The NPV covers the WACC or weighted average cost of the capital of 11%.
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