a)
To determine: The unlevered cost of the capital of Company A.
Introduction:
The unlevered cost of capital is an assessment utilizing either a theoretical or real obligation-free situation to measure an organization’s cost to execute a specific capital undertaking. The unlevered cost of capital must describe that the project is a more affordable option than a levered cost of capital investment program.
Unlevered cost of capital is a variety of the cost of capital count. Financial specialists may likewise utilize the unlevered cost of capital strategy to decide whether the organization is a sound venture.
b)
To determine: The unlevered value of project RFX and the
Introduction:
The unlevered cost of capital is a form assessment utilizing; it is either a theoretical or a real obligation-free situation to measure an organization’s cost to execute a specific capital undertaking. The unlevered cost of capital must illustrate that the project is a more affordable option than a levered cost of capital investment program.
Unlevered cost of capital is a variety of the cost of capital count. Financial specialists may likewise utilize the unlevered cost of capital strategy to decide whether the organization is a sound venture.
c)
To determine: The NPV of loan guarantee.
Introduction:
d)
To determine: The levered value for project RFX, including NPV of loan, guarantee, and interest tax shield.
Introduction:
The leverage can also refer to the amount of debt used to finance assets. Leverage uses the borrowed funds or various financial instruments to increase the
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EBK CORPORATE FINANCE
- Suppose Mullens Corporation is considering three average-risk projects with the following costs and rates of return: Project Cost Expected Rate of Return 1 $2,500 23.00% 2 $3,000 30.00% 3 $2,750 24.00% Mullens estimates that it can issue debt at a rate of rd=20.00%rd=20.00% and a tax rate of T=25.00%T=25.00%. It can issue preferred stock that pays a constant dividend of Dp=$20.00Dp=$20.00 per year and at Pp=$200.00Pp=$200.00 per share. Also, its common stock currently sells for P0=$16.00P0=$16.00 per share. The expected dividend payment of the common stock is D1=$4.00D1=$4.00 and the dividend is expected to grow at a constant annual rate of g=5.00%g=5.00% per year. Mullens’ target capital structure consists of ws=75.00%ws=75.00% common stock, wd=15.00%wd=15.00% debt, and wp=10.00%wp=10.00% preferred stock. 1.According to the video, the after-tax cost of debt can be stated as ________________ . Plugging in the values for rdrd and (T)T yields an after-tax cost of…arrow_forwardBetter plc is comparing two mutually exclusive projects, whose details are given below.The company’s cost of capital is 12 per cent.Project A Project B£m £mYear 0 (150) (152)Year 1 40 80Year 2 50 80Year 3 60 50Year 4 60 40Year 5 80 30(a). Using the net present value method, which project should be accepted?(b). Using the internal rate of return method, which project should be accepted?(c). If the cost of capital increases to 20 per cent in year 5, would your advice change? Hello.i have the solution you send me but i am trying to understand where did you get the calculations for in the worknotes tabel. I did my own calculation but i dont get the same answer. For example for year 2 for project A you have 39.8597 How did you get to that without using the formula in excel. I need to write down the actual numbers. I got 22.3214 some im not sure how you got to that number. Can you help me please? Thank youarrow_forwardBetter plc is comparing two mutually exclusive projects, whose details are given below.The company’s cost of capital is 12 per cent.Project A Project B£m £mYear 0 (150) (152)Year 1 40 80Year 2 50 80Year 3 60 50Year 4 60 40Year 5 80 30(a). Using the net present value method, which project should be accepted?(b). Using the internal rate of return method, which project should be accepted?(c). If the cost of capital increases to 20 per cent in year 5, would your advice change? Hello.i have the solution you send me but i am trying to understand where did you get the calculations for in the worknotes tabel. I still cant calculate the IRR.i really dont understand how to do it. Can you help me please by using the numbers in the tabel so i can understand what is that you are adding or taking away please? I know how to calculate the NPV but not the IRRarrow_forward
- Better plc is comparing two mutually exclusive projects, whose details are given below.The company’s cost of capital is 12 per cent.Project A Project B£m £mYear 0 (150) (152)Year 1 40 80Year 2 50 80Year 3 60 50Year 4 60 40Year 5 80 30(a). Using the net present value method, which project should be accepted?(b). Using the internal rate of return method, which project should be accepted?(c). If the cost of capital increases to 20 per cent in year 5, would your advice change? Hello.i have the solution you send me but i am trying to understand where did you get the calculations for in the worknotes tabel. I did my own calculation but i dont get the same answer. Could you show mw the calculation but not in excel please, i need the calculation by formula manuallyarrow_forwardBetter plc is comparing two mutually exclusive projects, whose details are given below.The company’s cost of capital is 12 per cent.Project A Project B£m £mYear 0 (150) (152)Year 1 40 80Year 2 50 80Year 3 60 50Year 4 60 40Year 5 80 30(a). Using the net present value method, which project should be accepted?(b). Using the internal rate of return method, which project should be accepted?(c). If the cost of capital increases to 20 per cent in year 5, would your advice change?arrow_forwardBetter plc is comparing two mutually exclusive projects, whose details are given below.The company’s cost of capital is 12 per cent.Project A Project B£m £mYear 0 (150) (152)Year 1 40 80Year 2 50 80Year 3 60 50Year 4 60 40Year 5 80 30(a). Using the net present value method, which project should be accepted?(b). Using the internal rate of return method, which project should be accepted?(c). If the cost of capital increases to 20 per cent in year 5, would your advice change? Hello.i have the solution you send me but i am trying to understand where did you get the calculations for in the worknotes tabel. I still cant calculate the IRR.i really dont understand how to do it. Can you help me please by using the numbers in the tabel so i can understand what is that you are adding or taking away please? I know how to calculate the NPV but not the IRR. I have went over and over this IRR but i still dont understand how you calculate it using the pv and the npv.i dont wanna use excel.arrow_forward
- 3) could you use the Figure below that shows the net present value profile of two projects Y and W to answer the following questions: What is the internal rate of return on project Y? Determine the “approximate” discount rate at which you would be indifferent between the two projects Find the “approximate” net present value of project W when the discount rate is 4%.arrow_forwardHardchoice Corp. is a firm considering prospective capital budgeting projects. Selected data on the projects follow: Image attached 1b) Ignoring the information in question (1a), assume instead that projects A and C are independent, Hardchoice is subject to capital rationing (i.e., it may not be able to afford both projects), and the relevant discount rate is 10%. a) What is the IRR of Project A? Project C? b) How would you rank Project A compared to Project C? Pls show formula used. Final dollar answers should be rounded to two decimal places. Interest rate answers should be rounded to 6 decimal places if expressed as a decimal or 4 decimal places if expressed as a percent. Use timeline if necessary. No excel .Thanks!arrow_forwardWhich of the following projects would you feel safest in accepting? Assume the opportunity cost of capital is 12% for each project. ☐(a) “Project A” that has a small, but negative, NPV. ☐(b) “Project B” that has a positive NPV when discounted at 10%. ☐(c) “Project C” that has a cost of capital that exceeds its internal rate of return. ☐(d) “Project D” that has a zero NPV when discounted at 14%. darrow_forward
- Suppose that a firm is facing an upward-sloping yield curve and needs to borrow money to invest in production. Does this mean that the firm should consider borrowing only at short-term rates? O Yes, using short-term financing will give the firm the lowest possible interest rate over the life of the project. O No, an upward-sloping yield curve means that the firm will get a lower interest rate if it uses long-term financing. O No, the firm needs to take the volatility of short-term rates into account. Credit ratings affect the yields on bonds. Based on the scenario described in the following table, determine whether yields will increase or decrease and whether it will be more expensive or less expensive, as compared to other players in the market, for a company to borrow money from the bond market. Scenario ABC Real Estate is a commercial real estate firm that primarily uses short- term financing, while its competitors primarily use long-term financing. Interest rates have recently…arrow_forwardPlease answer all questions a,b and c with explanations. Should each discount be accepted or rejected. Thxarrow_forwardPlymouth plc wishes to borrow £80 million at a fixed interest rate to fund a project. The firm would pay a fixed rate of 6% p.a., but can alternatively borrow with a floating rate LIBOR+3% p.a. Truro plc is currently looking to borrow £80 million for a project with a floating interest rate. The company would pay a floating rate of LIBOR+2.4% p.a., but can alternatively borrow with a fixed rate of 5% p.a. The two companies decide to enter a swap in which the benefit is shared equally. In the agreement, Plymouth plc's swap payment to Truro plc is to be 5% p.a. Which of the following statements about the swap agreement is most likely to be true? A Plymouth plc receives LIBOR+1.2% p.a. from Truro plc Truro plc's net borrowing cost is LIBÓR+3.2% p.a. C Truro plc borrows £80m loan from its bank at a floating rate of LIBOR+3% p.a. D в Plymouth plc's net borrowing cost is 5.8% p.a. Each company can save 0.4% p.a., benefiting equally from the swap Earrow_forward
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