The graph below represents the IRR of one of the project your company is considering. $400,000 NPV Profile $300,000 $200,000 $100,000 $0 10% 20% 30% 10% 50% 60% 70% 80% 100% -$100,000 Carsl of Caspilial -$200,000 -$300,000 -$400,000 1. Explain why this project has two IRRS and not only one? 2. How can you make investing decision based on the above graph? Explain in details your answer. 3. If the cost of capital is 15%, are you going to accept investing in this project? Why. 4. What will be your decision if the cost of capital is 90%?

Project A: IRR = 4%, Initial cost =100, NPV = 200 Project B: IRR = 14%, Initial cost =200, NPV = 230 Project C: IRR = 6%, Initial cost = 300, NPV = 300 Project D: IRR = 22%, Initial cost = 100, NPV = 260 If you can only choose 1 of the above projects above, which one should you choose? Project A Project B Project C Project D Not enough information to determine which project is preferred

Hi please provide stepwise solution of all and not handwritten please good way ill like.

The profitability analysis of three projects is provided below: Project A Project B Project C NPV $10,000 $5,000 - $1,000 IRR 10% 15% 15% WACC 8% 12% 16% If these projects were independent, which project(s) would be accepted? Why? If these projects were mutually exclusive, which project(s) would be accepted? Why?

URGENT

A company only has £2,000 to invest at time t0 in projects P, Q and R. Each project is infinitely divisible but cannot be undertaken more than once. Project Investment at t0 NPV P £700 £224 Q £1,000 £360 R £1,500 £510   How much should be invested in project R to maximise the NPV achieved? A  £0 B  £1,000 C  £1,350 D  £2,000

A firm evaluates all of its projects by applying the IRR rule. If the required return is 14 percent, should the firm accept the following project? Input area: Required Return Year 0 Year 1 Year 2 Year 3 (Use cells A6 to B10 from the given information to complete this question.) Output area: 14% ($41,000) $20,000 $23,000 $14,000 IRR

Use the data below for problems 6 to 10. YearProj YProj Z 0($420,000)($420,000) 1400,000182,000 2185,000156,000 3—146,000 4—175,000      The projects provide a necessary service, so whichever one is selected is expected to be repeated into the foreseeable future.  Both projects have an 11% cost of capital. 6.    What is each project’s initial NPV without replication? 7.    What is each project’s equivalent annual annuity? 8.    Now apply the replacement chain approach to determine the shorter projects’ extended NPV.  Which project should be chosen? 9.    Now assume that the cost to replicate Project Y in 2 years will increase to $600,000 because of inflationary pressures. How should the analysis be handled now, and which project should be chosen?