In: Finance
Consider the following cash flows on two mutually exclusive projects for the Bahamas Recreation Corporation (BRC). Both projects require an annual return of 17 percent. |
Year | Deepwater Fishing | New Submarine Ride | ||||
0 | −$ | 1,020,000 | −$ | 1,990,000 | ||
1 | 440,000 | 1,040,000 | ||||
2 | 566,000 | 870,000 | ||||
3 | 490,000 | 890,000 | ||||
a-1. | Compute the IRR for both projects. (Do not round intermediate calculations and enter your answers as a percent rounded to 2 decimal places, e.g., 32.16.) |
a-2. |
Based on the IRR, which project should you choose? |
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b-1. |
Calculate the incremental IRR for the cash flows. (Do not round intermediate calculations and enter your answer as a percent rounded to 2 decimal places, e.g., 32.16.) |
b-2. |
Based on the incremental IRR, which project should you choose? |
|
c-1. |
Compute the NPV for both projects. (Do not round intermediate calculations and round your answers to 2 decimal places, e.g., 32.16.) |
c-2. |
Based on the NPV, which project should you choose? |
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c-3. | Is the NPV decision consistent with the incremental IRR rule? |
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A-1: IRR-Deepwater = 21.42%
New Submarine Ride= 19.86%
A-2: Select Deepwater since it has higher IRR
B-1: Incremental IRR = 18.02%
B-2: New Submarine Ride since the incremental IRR is more than the cost of capital.
C-1 NPV
Deepwater Fishing= 75480.62
New Submarine Ride= 90125.47
C-2: New Submarine Ride since it has higher NPV
C-3 No since the decisions differ.
Year | Deepwater Fishing | New Submarine Ride | Incremental CF |
0 | -1,020,000 | -1,990,000 | -970,000 |
1 | 440,000 | 1,040,000 | 600,000 |
2 | 566,000 | 870,000 | 304,000 |
3 | 490,000 | 890,000 | 400,000 |
IRR | 21.42% | 19.86% | 18.02% |
NPV | 75480.62 | 90125.47 |