Explanation:
The correct answer is A because the IRR is the discount rate that equates the present value of future after-tax cash flows to the initial investment outlay. Using the following calculator inputs:
Option B is incorrect as it refers to the company's required rate of return, not the project's IRR.
Option C is incorrect because it misrepresents the cash flows and calculates an IRR of approximately 13.15%, which is above 12% but based on incorrect inputs.
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A company with a required rate of return of 12% is evaluating a capital project with the following cash flows (in millions): Initial Outlay: -150 Year 1: 8 Year 2: 175 The expected internal rate of return (IRR) for this project is most likely:
A
Below 12%.
B
Exactly 12%.
C
Above 12%.