Suppose your firm has decided to use a divisional WACC approach to analyze projects. The firm currently has four divisions, A through D, with average betas for each division of 0.9, 1.1, 1.3, and 1.5, respectively. If all current and future projects will be financed with 25 percent debt and 75 percent equity, and if the current cost of equity (based on an average firm beta of 1.2 and a current risk-free rate of 4 percent) is 12 percent and the after-tax yield on the company's bonds is 9 percent, what will the WACC's be for each division?

Suppose your firm has decided to use a divisional WACC approach to analyze projects. The firm currently has four divisions, A through D, with average betas for each division of 0.9, 1.1, 1.3, and 1.5, respectively. If all current and future projects will be financed with 25 percent debt and 75 percent equity, and if the current cost of equity (based on an average firm beta of 1.2 and a current risk-free rate of 4 percent) is 12 percent and the after-tax yield on the company's bonds is 9 percent, what will the WACC's be for each division?

EBK CONTEMPORARY FINANCIAL MANAGEMENT

14th Edition

ISBN:9781337514835

Author:MOYER

Publisher:MOYER

Chapter11: Capital Budgeting And Risk

Section: Chapter Questions

Problem 6P

See similar textbooks

Similar questions

Suppose your firm has decided to use a divisional WACC approach to analyze projects. The firm currently has four divisions, A through D, with average betas for each division of 0.8, 1.2, 1.4, and 1.6, respectively. Assume all current and future projects will be financed with 30 percent debt and 70 percent equity, the current cost of equity (based on an average firm beta of 1.1 and a current risk-free rate of 6 percent) is 13 percent and the after-tax yield on the company’s bonds is 11 percent.What will the WACCs be for each division? (Do not round intermediate calculations. Round your final answers to 2 decimal places.) WACCs Division A % Division B % Division C % Division D %
Suppose your firm has decided to use a divisional WACC approach to analyze projects. The firm currently has four divisions, A through D, with average betas for each division of 0.9, 1.3, 1.4, and 1.5, respectively. Assume all current and future projects will be financed with 35 percent debt and 65 percent equity, the current cost of equity (based on an average firm beta of 1.3 and a current risk-free rate of 4 percent) is 15 percent and the after-tax yield on the company’s bonds is 9 percent. What will the WACCs be for each division? Note: Do not round intermediate calculations. Round your final answers to 2 decimal places.
A plan sponsor is considering two U.K. investment managers, Birmingham Asset Management and Figleaf Equities, for the same mandate. Birmingham will produce on average an annual value-added return of 1.7 percent over the benchmark, with variability of the excess returns of 2.20 percent. Figleaf is expected to produce a higher annual value-added return of 4,1 percent, but with variability of excess returns around 11 percent.Calculate the information ratio for each and explain which manager offers the best record of performance.
John Banks works for a firm that is expanding into a completely new line of business. He has been asked to determine an appropriate WACC for an average-risk project in the expansion division. Richard finds two publicly traded stand-alone firms that produce the same products as his new division. The average of the two firms' betas is 1.25. Further, he determines that the expected return on the market portfolio is 13.00% and the risk-free rate of return is 4.00%. Banks's firm finances 50% of its projects with equity and 50% with debt, and has a before-tax cost of debt of 9% and a corporate tax rate of 30%. What is the WACC for the new line of business?
As a financial analyst, you are tasked with evaluating a capital-budgeting project. You were instructed to use the IRR method, and you need to determine an appropriate hurdle rate. The risk-free rate is 4%, and the expected market rate of return is 11%. Your company has a beta of 0.75, and the project that you are evaluating is considered to have risk equal to the average project that the company has accepted in the past. According to CAPM, the appropriate hurdle rate would be A. 15%. B. 9.25%. C. 4%. D. 11%. E. 0.75%
Venus Projects LLC takes on various projects to increase their revenues or cut down costs. A great new business idea may require, for example, investing in the development of a new product or new Projects. Venus Projects LLC can accept any project which has an Internal Rate of Return above 10%. In capital budgeting, senior leaders like to know the estimated return on such investments. The internal rate of return is one method that allows them to compare and rank projects based on their projected yield. The investment with the highest internal rate of return is usually preferred. Calculate Internal Rate of Return (IRR) from the following Information Round off the final Answer Initial Investment = 95000 Salvage Value = 5000 The Life of Machine is 5 Years The Cash Flows after Depreciation and Tax (CFAT) are as follows Year 1 - 29500 Year 2 - 23100 Year 3 -25000 Year 4 -22700 Year 5 -24700 You can choose the Lower rate as 8 % and Higher rate as 12% . a. 17% and accept the…
As the general manager of a firm, you are presented with an investment proposal from one of your divisions. Its net present value, if discounted at the cost of capital for your firm (which is 15 percent), is $ 1 00,000, and its internal rate of return is 20 percent. (a) What are the economic interpretations of the net present value and internal rate of return figures? In other words, what do they mean? (b) What, if any, additional information would you like to have before approving the project?
A company estimates that its average-risk projects have a WACC of 10%, its below-average risk projects have a WACC of 8%, and its above-average risk projects have a WACC of 12%. Which of the following projects (A, B, and C) should the company accept? A) Project C, which is of above-average risk and has a return of 11%. B) All of the projects should be accepted. C)Project A, which is of average risk and has a return of 9%. D)None of the projects should be accepted. E)Project B, which is of below-average risk and has a return of 8.5%.
Intermountain Resources is a multidivisional company. It has three divisions with the following betas and proportion of the firm’s total assets: Division Beta Proportion of Assets Natural gas pipelines 0.60 40% Oil and gas production 0.90 30 Oil and gas exploration 1.30 30 The risk-free rate is 10 percent, and the market risk premium is 9 percent. What is the firm’s weighted average beta? Round your answer to two decimal places. What required equity rate of return should the firm use for average-risk projects in its natural gas pipeline division? Round your answer to one decimal place. % What required equity rate of return should the firm use for average-risk projects in its oil and gas exploration division? Round your answer to one decimal place. %
Langston Labs has an overall (composite) WACC of 10%, which reflects the cost of capital for its average asset. Its assets vary widely in risk, and Langston evaluates low-risk projects with a WACC of 8%, average-risk projects at 10%, and high-risk projects at 12%. The company is considering the following projects: Expected Project Risk Return A High 15% B Average 12% C High 11% D Low 9% E Low 6% Which set of projects would maximize shareholder wealth? Group of answer choices 1. A, B, C, D, and E. 2. A, B, and C. 3. A, B, and D. 4. A and B. 5. A, B, C, and D.
You have estimated the NOPLAT for each of the divisions in a three-division firm at $20 million, $30 million, and $50 million, respectively, for Divisions A, B, and C. Using these figures, you assume that Divisions A, B, and C contribute 20, 30, and 50 percent, respectively, to overall firm value. Is this an appropriate valuation technique? Why or why not?
A firm has a capital budget of $100 which must be spent on one of twoprojects, each requiring a present outlay of $100. Project A yields a returnof $120 after one year, whereas Project B yields $201.14 after 5 years.Calculate:(i) the NPV of each project using a discount rate of 10%;(ii) the IRR of each project.What are the project rankings on the basis of these two investmentdecision rules? Suppose that you are told that the firm’s reinvestmentrate is 12%, which project should the firm choose?Answer:(i)NPV(A) = 9.09; NPV(B) = 24.89, B>A(ii) IRR(A) = 20%; IRR(B) = 15%, A>BUsing a reinvestment rate of 12% the terminal values are TV(A) = 188.82; TV(B) = 201.14,hence B>A. Alternatively calculate the IRR of (B-A): IRR(B-A) = 13.78% > 12%, henceundertake the “extra project” (B-A) ie. undertake B.