Answer :
Answer:
Alternative C
Explanation:
project A project B project C
initial investment -12,000 -15,800 -8,000
NCF year 1 4,000 5,200 3,000
NCF year 2 4,000 5,200 3,000
NCF year 3 4,000 5,200 3,000
NCF year 4 7,000 8,700 4,500
NPV 2,055.95 2,218.53 2,065.33
IRR 19.2% 18% 19.2%
Payback period 3 years 3.04 years 2.67 years
Since all projects have a positive NPV and all NPVs have a very similar value, then we must use the projects' IRR to determine which project will be selected. We should select the project with the highest IRR.
But that leaves us with two options, project A and C, and we eliminate project B. Now we can use a third parameter which is payback period, since a shorter payback period reduces risk, it both projects have positive NPV's and high IRRs, then we should choose the project with the shortest payback period.
Project C's payback period is shortest, therefore, we should select that project.
The alternative that would be the most effective and its reason would be as follows:
- Alternative C because it offers the maximum IRR in a briefer payback period.
The IRR's and the payback period for the three alternatives are as follows:
Alternative A Alternative B Alternative C
IRR 19.2% 18% 19.2%
Payback 3 years 3.04 years 2.67 years
- In order to determine the best alternative, the one with the highest IRR would be most effective.
- Here, two alternatives have similar IRRs and therefore, the payback period would be considered.
- Therefore, the one with the highest IRR and lowest payback period would be the best alternative.
Thus, Alternative C is the correct answer.
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