In: Finance
CAPITAL BUDGETING. For this and the next 2 questions: Consider the following cash flows. Cost of capital is 12 percent. Calculate the NPV of the project.
|
Year |
Cash Flow |
|
0 |
-600 |
|
1 |
125 |
|
2 |
250 |
|
3 |
215 |
|
4 |
180 |
|
-$21.67 |
||
|
-$1,173.33 |
||
|
$21.67 |
||
|
$1,173.33 |
CAPITAL BUDGETING. For the above project, calculate the IRR.
|
10.97% |
||
|
21.67% |
||
|
10.35% |
||
|
11.73% |
CAPITAL BUDGETING. Please consider again the above project. Suppose the project’s cost of capital is 8% instead of 12%. Given this new information, what should be the correct capital budgeting decision based on the NPV?
|
Project should be rejected. NPV is negative |
||
|
Project should be rejected. Project’s cash flows are non-normal. |
||
|
Project should be accepted although NPV is negative |
||
|
Project should be accepted. NPV is positive. |
the NPV of the project is $-21.67
IRR of the Project is 10.35%
if the cost of capital is 8% instead of 12 % the NPV is $33.05. this is positive.
If the cost of capital is 8% the capital budgeting decision
based on NPV is-Project should be accepted. NPV is
positive
