ABC Co. wants to have a weighted average cost of capital of 10 percent. The firm has an aftertax cost of debt of 4 percent and a cost of equity of 12 percent. What debt-equity ratio is needed for the firm to achieve their targeted weighted average cost of capital? 0.5 0.33 0.67 0.25 0.75
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- The Kanucks Ltd wants to have a weighted average cost of capital of 11 .25%. The firm has an after-tax cost of debt of 5% and a cost of equity of 13 %. What debt-equity ratio is needed for the firm to achieve the targeted weighted average cost of capital? Multiple Choice0.250.220.280.330.42You are analyzing the cost of capital for a firm that is financed with 65 percent equity and 35 percent debt.The cost of debt capital is 8 percent, while the cost of equity capital is 20 percent for the firm. What is the overall cost of capital for the firm? Select one: a. 20.2 % b. 15.8 % c. 12.2 % d. None of theseHere is the problem: Famas's LLamas has a weighted average cost of capital of 7.9%. The company's cost of equity is 11% and its pretaxt cost of debt is 5.8%. The taxt rate is 25%. What is the company's target debt-equity ratio? Here is the solution: Here we have the WACC and need to find the debt-equity ratio of the company. Setting up the WACC equation, we find: WACC = .0790 = .11(E/V) + .058(D/V)(1 – .25) Rearranging the equation, we find: .0790(V/E) = .11 + .058(.75)(D/E) Now we must realize that the V/E is just the equity multiplier, which is equal to: V/E = 1 + D/E .0790(D/E + 1) = .11 + .0435(D/E) Now we can solve for D/E as: .0355(D/E) = .031 D/E = .8732 Question: I need help especifically with the part where they rearrange the equation as: .0790(V/E) = .11 + .058(.75)(D/E). How do they get an inverse (V/E) on the left side without the .11. And how do they get a (D/E) ratio. I understand…
- Evans Technology has the following capital structure. Debt Common equity The aftertax cost of debt is 8.50 percent, and the cost of common equity (in the form of retained earnings) is 15.50 percent. a. What is the firm's weighted average cost of capital? Note: Do not round intermediate calculations. Input your answers as a percent rounded to 2 decimal places. 48% 60 Debt Common equity Weighted average cost of capital Weighted Cost % % An outside consultant has suggested that because debt is cheaper than equity, the firm should switch to a capital structure that is 50 percent debt and 50 percent equity. Under this new and more debt-oriented arrangement, the aftertax cost of debt is 9.50 percent, and the cost of common equity (in the form of retained earnings) is 17.50 percent. b. Recalculate the firm's weighted average cost of canitalYou are analyzing the cost of capital for a firm that is financed with 65 percent equity and 35 percent debt.The cost of debt capital is 8 percent , while the cost of equity capital is 20 percent for the firm . What is the Coverall cost of capital for the firm ? Select one a . None of these b . 12.2 % C. 15.8 % d . 20.2 %Assume that your company is trying to determine its optimal capital structure, which consists only of debt and common stock. To estimate the cost of debt, the company has produced the following table: 09.86% 9.56% Percent Financed With Debt 10.16% 8.96% 9.26% 0.10 0.20 0.30 0.40 0.50 Percent Financed With Equity 0.90 0.80 0.70 0.60 0.50 Debt/Equity Ratio Now assume that the company's tax rate is 40 percent, that the company uses the CAPM to estimate its cost of common equity, Ks, that the risk-free rate is 5 percent and the market risk premium is 6 percent. Finally assume that if it has no debt its WACC would be equal to its cost of equity which would be equal to 11 percent (you should now be able to determine its "unlevered beta," bu). 0.10/0.90 0.11 0.20/0.80 0.25 Given this information, determine the firm's cost of capital if it finances with 40 percent debt and 60 percent equity. 0.30/0.70=0.43 0.40/0.600.67 0.50/0.50 = 1.00 Bond Rating AA A A BB B Before-Tax Cost of Debt 7.0% 7.2%…
- Phil's Carvings Inc wants to have a weighted average cost of capital of 9.8 percent. The firm has an after- tax cost of debt of 6.6 percent and a cost of equity of 13.2 percent. What debt-equity ratio is needed for the firm to achieve their targeted weighted average cost of capital?Archimedes Levers is financed by a mixture of debt and equity. You have the followinginformation about its cost of capital:rE =__, rD = 12%, rA = __,Beta(E) = 1.5, Beta(D) =__, Beta(A) = __,rf = 10%, rm = 18%, D/V = .5Can you fill in the blanks?The Beta Corporation has an optimal debt ratio of 40 percent. Its cost of equity capital is 12 percent, and its before-tax borrowing rate is 10 percent. Given a marginal tax rate of 35 percent. Required: a. Calculate the weighted-average cost of capital. b. Calculate the cost of equity for an equivalent all-equity financed firm. Complete this question by entering your answers in the tabs below. Required A dA Required B Calculate the weighted-average cost of capital. Note: Do not round intermediate calculations. Round your answer as a percent rounded to 2 decimal places. Weighted-average cost of capital
- 8.4 Richmond Clinic has obtained the following estimates for its costs of debt and equity at various capital structures: Debt (%) After-Tax Cost of Debt (%) Cost of Equity (%) 0 — 16.0 20 6.6 17.0 40 7.8 19.0 60 10.2 22.0 80 14.0 27.0 What is the firm’s optimal capital structure? (Hint: Calculate its corporate cost of capital at each structure. Also, note that data on component costs at alternative capital structures are not reliable in real-world situations)A firm has a debt-equity ratio of 0.5 and a cost of debt of 5 percent. The industry average cost of unlevered equity is 15 percent. What is the weighted average cost of capital for this firm? Ignore tax. O 0.12 O 0.13 0.14 O 0.15Archimedes Levers is financed by a mixture of debt and equity. You have the followinginformation about its cost of capital:rE =__, rD = 12%, rA = __,Beta(E) = 1.5, Beta(D) =__, Beta(A) = __,rf = 10%, rm = 18%, D/V = .5Can you fill in the blanks? Suppose now that Archimedes repurchases debt and issuesequity so that D / V = .3. The reduced borrowing causes r D to fall to 11%. How do theother variables change?