Suppose your firm has a market value of equity is $500 million and a market value of debt is $475 million. What are the capital structure weights (i.e., weight of equity and weight of debt)? Group of answer choices A) weight of equity is 51.28%, , weight of debt is 48.72% B) weight of equity is 48.72%, , weight of debt is 51.28% C) weight of equity is 47.62%, , weight of debt is 52.38%
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Suppose your firm has a market value of equity is $500 million and a market value of debt is $475 million.
What are the capital structure weights (i.e., weight of equity and weight of debt)?
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- Calculate the Weighted Average Cost of Capital (WACC) for McCormick and Company using the formula WACC = (WD x RD x (1-T)) + (WS x Rs) Note that -- Rs = the cost of equity Rd = the cost of debt T = the tax rate WD = Value of debt / (Value of debt plus value of equity) WS = Value of equity / (Value of debt plus value of equity) **Note that the weight of debt plus the weight of equity must total to 100%, as there are only two components in the capital structure.** In order to estimate the weights of debt and equity in the total capital structure, the CFO suggests using the book value of debt and the market value of equity. To determine the book value of debt, use data from the year end November 2019 McCormick 10-K. Look on the Balance sheet and add the following -- Short term borrowings, Current portion of long term debt, and Long term debt. To determine the market value of equity, use the following data: On March 17, 2020 the market value of equity (or "Market Cap")…6. Calculate and explain the Weighted Average Cost of Capital (WACC)based on the details below.a. Market Value of Equity: $7Mb. Market Value of Debt: $3Mc. Cost of equity 7%d. Cost of debt: 5%e. Tax Rate: 32 (use .32 for calculation)if A firm's current balance sheet is as follows: Assets $100 Debt $10 Equity $90 a. what is the firm's weighted-average cost of capital at various combinations of debt and equity, given the following information? Debt/assets after-tax cost of Debt cost of equity cost of capital 0% 8% 12% ? 10 8 12 ? 20 8 12 ? 30 8 13 ? 40 9 14 ? 50 10…
- 2. Compute the overall cost of capital based the following data. Which weight is preferable? Why? Descriptions Equity Debt Preference Shares TOTAL Specifi c cost of capital 20% 10% 14% Marginal Weights Amount Proportion S 200 700 200 1100 S 0.18 0.64 0.18 1.00 Book Value Weights Amounts Proportions 300 400 100 800 0.38 0.50 0.13 1.00 Market Value Weights Amount Proportions S 600 800 200 1600 0.4 0.5 0.1 1.00The calculation of WACC involves calculating the weighted average of the required rates of return on debt, preferred stock, and common equity, where the weights equal the percentage of each type of financing in the firm’s overall capital structure. Q1. ________is the symbol that represents the cost of preferred stock in the weighted average cost of capital (WACC) equation. Q2. Avery Co. has $3.9 million of debt, $2 million of preferred stock, and $2.2 million of common equity. What would be its weight on debt? a. 0.27 b. 0.25 c. 0.48 d. 0.20 Q1. Option 1 rS or Option 2 rD or Option 3 rP or Option 4 rE Please provide the correct answers. Thank you!You have the following information on a company on which to base your calculations and discussion: Cost of equity capital (rE) = 18.55% Cost of debt (rD) = 7.85% Expected market premium (rM –rF) = 8.35% Risk-free rate (rF) = 5.95% Inflation = 0% Corporate tax rate (TC) = 35% Current long-term and target debt-equity ratio (D:E) = 2:5 a. What are the equity beta (bE) and debt beta (bD) of the firm described above?[Hint: Assume that the above costs of capital have been generated by an appropriate equilibrium model.] b. What is the weighted-average cost of capital (WACC) for this firm at the current debt-equity ratio? c. What would the company’s cost of equity capital become if you unlevered the capital structure (i.e. reduced gearing until there is no debt)
- The calculation of a weighted average cost of capital (WACC) involves calculating the weighted average of the required rates of return on debt and equity, where the weights equal the percentage of each type of financing in the firm’s overall capital structure. what is the symbol that represents the cost of raising capital through retained earnings in the weighted average cost of capital (WACC) equation._________ Paolo Co. has $2.56 million of debt, $2.68 million of preferred stock, and $2.02 million of common equity. The appropriate weight of the firm's debt in the calculation of the company's weighted average cost of capital is_________%.Calculate the Weighted Average Cost of Capital (WACC) Cost of Equity = 11.02% Cost of Debt = 5.35% Debt-to-Equity Ratio = 15.52%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 canital
- Give typing answer with explanation and conclusion If the company were to borrow more (or less), how would that impact the cost of debt and the WACC? Provide a specific assumed example. Weight of Equity 76.10% Weight of Debt 23.90% Cost of Equity 6.98% Cost of Debt 2.55% Tax Rate WACC 5.92%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%…Assuming total invested capital = total assets, which of the following would have the highest equity multiplier? Enter question A. Company A with a debt to capital ratio of 80% B. Company B with a debt to capital ratio of 25% C. Company C with a debt to capital ratio of 60% D. Company D with a debt to capital ratio of 10%