P has decided to invest in a new warehouse at a cost of $2,000,000. The discount rate of the project is18% and the present value of the tax shield is 26,000.
What is the minimum acceptableInternal Rate of Return of the project?
I feel like I saw a similar question in our practice exam, and it had a slightly different IRR calculation. I might be leaning towards option C, but I'm not entirely confident.
Okay, let me think this through. The discount rate is 18%, but the present value of the tax shield is $26,000. That means the actual IRR must be higher than 18% to make the project worthwhile. I'm going to try to calculate the exact minimum IRR.
I'm a little confused here. The question is asking for the minimum acceptable IRR, but the discount rate is also 18%. Are those the same thing, or am I missing something?
Hmm, this looks tricky. I'm not totally sure how to approach this, but I'll give it my best shot. Maybe I can work backwards from the discount rate and tax shield information.
Okay, let's think this through step-by-step. We need to find the minimum acceptable Internal Rate of Return (IRR) for this project, given the discount rate and present value of the tax shield.
Wait, did you guys remember to account for the fact that the warehouse is made of bricks and mortar? That should definitely affect the IRR. *scratches head* Anyway, I'm sticking with B) 17.77%.
I think it's actually C) 18.23%, because the present value of the tax shield is also a factor in determining the minimum acceptable Internal Rate of Return.
Quentin
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