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[Solved]: Calculating MIRR. Please Show work. (Calculating M
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(Solved): Calculating MIRR. Please Show work. (Calculating MIRR) OTR Trucking Company runs a fleet of long-hau ...



Calculating MIRR. Please Show work.

(Calculating MIRR) OTR Trucking Company runs a fleet of long-haul trucks and has recently expanded into the Midwest, where it
(Calculating MIRR) OTR Trucking Company runs a fleet of long-haul trucks and has recently expanded into the Midwest, where it has decided to build a maintenance facility. This project will require an initial cash outlay of \( \$ 21 \) million and will generate annual cash inflows of \( \$ 3.8 \) million per year for Years 1 through 3. In Year 4, the project will provide a net negative cash flow of \( \$ 5.8 \) million due to anticipated expansion of and repairs to the facility. During Years 5 through 10 , the project will provide cash inflows of \( \$ 1.8 \) million per year. a. Calculate the project's NPV and IRR where the discount rate is \( 11.4 \) percent. Is the project a worthwhile investment based on these two measures? Why or why not? b. Calculate the project's MIRR. Is the project a worthwhile investment based on this measure? Why or why not? The project's IRR is \( -4.64 \% \). (Round to two decimal'places.) Is the project a worthwhile investment based on these two measures? Why or why not? (Select the best choice below.) A. The project is only worthwhile based on the IRR measure because the IRR is greater than the discount rate but the NPV is negative. B. Yes, the project is worthwhile based on both measures flecause the IRR is more than the discount rate and the NPV is positive. C. The project is only worthwhile based on the NPV measure because the IRR is less than the discount rate but the NPV is positive. D. No, the project is not worthwhile based on either measure because the IRR is less than the discount rate and the NPV is negative. b. The MIRR of the project with a discount rate of \( 11.4 \% \) is 10. (Round to two decimal places.)


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a) NPV(million $)=?21+3.8/1.114+3.8/1.1142+3.8/1.1143?5.8/1.1144+(1.8/1.1145+....+1.8/1.11410)=?21+3.80.114×(1?11.1143)+11.1144×(?5.8+1.80.114×(1?11.1
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