An unlevered firm has a value of $800 million. An otherwise identical butlevered firm has $60 million in debt at a 5% interest rate, which is its pretax cost of debt. Its unlevered cost of equity is 11%. No growth is expected.Assuming the corporate tax rate is 35%, use the MM model with corporatetaxes to determine the value of the levered firm.
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An unlevered firm has a value of $800 million. An otherwise identical but
levered firm has $60 million in debt at a 5% interest rate, which is its pretax cost of debt. Its unlevered
Assuming the corporate tax rate is 35%, use the MM model with corporate
taxes to determine the value of the levered firm.
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- Please show your work for the following Suppose that your firm's current unlevered value, V*, is $800,000, and its marginal corporate tax rate is 21 percent. Also, you model the firm's PV of financial distress as a function of its debt level according to the relation: PV of financial distress = 800,000 × (D/V*)2. What is the firm's levered value if it issues $200,000 of perpetual debt to buy back stock? Multiple Choice A) $920,000. B) $869,555. C) $792,000. D) $350,000.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 millionHi-Tech, Inc. has determined that it can minimize its weighted average cost of capital (WACC) by using a debt-equity ratio of 2/3. If the firm's cost of debt is 9% before taxes, the cost of equity is estimated to be 12% before taxes, and the tax rate is 40%, what is the firm's WACC? (The answer choice without supporting calculation will not earn any points).
- 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?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?An unlevered firm has a value of $500 million. An otherwise identical butlevered firm has $50 million in debt. Under the MM zero-tax model, whatis the value of the levered firm?
- Here 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…Widgets Inc has an expected EBIT of $64,000 in perpetuity and a tax rate of 35 percent. The firm has$95,000 in outstanding debt at an interest rate of 8.5 percent, and its unlevered cost of capital is 15percent. What is the value of the firm according to M&M Proposition I with taxes? Should the companychange its debt–equity ratio if the goal is to maximize the value of the firm? Explain.(c) Consider the case of two firms, ABC which is an unlevered firm and XYZ which is a levered firm. The firms have target debt-to-equity ratio (B/S) = 1, and both firms have exactly the same perpetual net operating income of Kshs.12 million before taxes. The before-tax cost of debt, kp, is the same as the risk-free rate and the corporate tax rate is 30%. Given the following market parameters: E(Rm) = 0.12, Rf = 6%. Вавс — 1, Bxyz = 1.5 (i). Find the cost of capital of each firm. (ii). Find the value of each firm.
- 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 0.15Antwerp Co. has a debt-to-equity ratio of 1.4, a corporate tax rate of 30%, pays 4% interest on its debt and has a required rate of return on equity of 12%. What is II’s WACC? How much does the debt tax shield reduce II’s WACC? What is the required rate of return on firm assets?An all equity firm announces that it is going to borrow $11 million in debt and then keep that debt at a constant value relative to the overall value of the company. What would be the appropriate discount rate for the expected interest tax shields generated by this additional debt? A. Required return on debt B. Required return on equity C. Required return on Assets D. WACC