Eccles Inc., a zero-growth firm, has an expected EBIT of $100.000 and a corporate tax rate of 30%. Eccles uses $500,000 of 12.0% debt, and the cost of equity to an unlevered firm in the same risk class is 16.0%. If the effective personal tax rates on debt income and stock income are Td = 25% and TS = 20% respectively, what is the value of the firm according to the Miller model (Based on the same unlevered firm value in the earlier question)? a. $475,875 b. $536,921 c. $587,750 d. $623,050 e. $564,167

You have the following data for your company. Market Value of Equity: $520 Book Value of Debt: $130 Required rate of return on equity: 12% Required rate of return on debt (pre-tax): 7% Corporate tax rate: 25% The company's debt is assumed to be is reasonably safe, so the book value of debt is a reasonably approximation for the market value of debt.   What is the weighted average cost of capital for this company?

A firm is firanced with market values of $295 million in nsk-free debt and $575 million in equity. The firm's asset beta is 0.93. Assume a risk-free rate of 2.5%, a market risk-premium of 6.2% and a tax rate of 25%. Assume the firm's debt beta is 0. What is the firms after- tax weighted average cost of capital? (answer to the fourth decimal place)

Blue Co. has a debt to equity ratio of 25%. The company is funded by debt and common equity. The weighted average cost of capital of the firm is 20%. Using the Discounted Cash Flow model, the cost of equity is derived at 15%. If the before-tax cost of debt is 50%, the applicable tax rate of the firm is?

The firm is financed with debt and equity. The book value of the debt is $10,000,000; the book value of the equity is $30,000,000. The stockholders require an 10.1% return. If the required return on the firm’s debt is 4% and the firm’s tax rate is 20%, what is the firm’s weighted average cost of capital (WACC)?

You are analyzing the cost of capital for a firm that is financed with $300 million of equity and $200 million of debt. The before-tax cost of debt capital for the firm is 4 percent. The beta of the company's stock is 1.5. The risk-free rate is 2%, and the market risk premium is 6%. Assume the firm's marginal tax rate is 30%, the company's weighted average cost of capital (WACC) is closest to O 7.7% O 5.9% O 8.2% O 6.4%

You want to estimate the Weighted Average Cost of Capital (WACC) for Levi Inc. The company’s tax rate is 21% and it has the equity beta of 1.24. Its debt value is $2,304 million and the equity market value is $70,080 million. The company’s interest expense is $83 million. Assume that the risk-free rate is 5% and the market return is 12%. Based on the information, compute the WACC for Levi

An unlevered firm has a value of $900 million. An otherwise identical but levered firm has $180 million in debt at a 4% interest rate, which is its pre-tax cost of debt. Its unlevered cost of equity is 12%. No growth is expected. Assuming the federal-plus-state corporate tax rate is 25%, use the MM model with corporate taxes to determine the value of the levered firm. Enter your answer in millions. For example, an answer of $10,550,000 should be entered as 10.55. Round your answer to the nearest whole number. S million

K. Bell Jewelers wishes to explore the effect on its cost of capital of the rate at which the company pays taxes. The firm wishes to maintain a capital structure of 30​% debt, 20​% preferred​ stock, and 50% common stock. The cost of financing with retained earnings is 13​%, the cost of preferred stock financing is 8​%, and the​ before-tax cost of debt financing is 6​%. Calculate the weighted average cost of capital ​(WACC​) given a tax rate of

You are considering two identical firms one levered the other not. Both firms have expected EBIT of $600. The value of the unlevered firm (vU) is $2000. The corporate tax rate (t) is 30%. The cost of debt (rD) is 10%, and the ratio of debt to equity (D/E) is 1 for the levered firm. (a) Calculate the cost of equity for both the levered (rL) and unlevered firms (rU). (b) Calculate the weighted average cost of capital for each firm. (c) Why is the cost of equity higher for the levered firm, but the WACC lower? (d) In an MM world without taxes, what is the optimal capital structure?