You've estimated the following cash flows (in $) for a project:
A | B | |
1 | Year | Cash flow |
2 | 0 | -3,430 |
3 | 1 | 974 |
4 | 2 | 1,281 |
5 | 3 | 1,996 |
The required return is 8.5%.
1. What is the IRR for the project?
2. What is the NPV of the project?
3 .What should you do?
Check all that apply:
Reject the project based on its NPV
Reject the project based on its IRR
Accept the project based on its IRR
Accept the project based on its NPV
Answer 1.
Let IRR be i%
NPV = -$3,430 + $974/(1+i) + $1,281/(1+i)^2 +
$1,996/(1+i)^3
0 = -$3,430 + $974/(1+i) + $1,281/(1+i)^2 + $1,996/(1+i)^3
Using financial calculator, i = 10.20%
Internal Rate of Return = 10.20%
Answer 2.
Required Return = 8.50%
NPV = -$3,430 + $974/1.0850 + $1,281/1.0850^2 +
$1,996/1.0850^3
NPV = $118.53
Answer 3.
IRR is higher than required return; therefore, accept this
project based on its IRR.
NPV is positive; therefore, accept this project based on its
NPV.
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