Reference no: EM13835923
Using the most current annual financial statements from the company you analyzed in Phase 1, determine the percentage of the firm's assets that are currently be financed with debt (total liabilities), preferred stock, and common stock (common equity). It is very possible that your firm will have very little or no preferred stock, so in this class, the percent would be "zero." Your ratios should add up to 100%. You will also need to calculate the firm's average tax rate using the income tax expense divided by the firm's income before taxes. Use the following tables:
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Company
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Total Assets
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Total Liabilities
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Total Preferred Stock
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Total Common Equity
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Dollar Value
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% of Assets
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Company
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Income before Tax
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Income Tax Expense
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Average Tax Rate (%)
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The first component to determine is the cost of debt. You mentor suggests using the Web site that you used in the previous Phase to find the pretax yield-to-maturity of a bond with at least 5 years left before maturity. Using the following table, calculate the firm's after-tax cost of debt:
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Yield to Maturity
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1 - Average Tax Rate
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After-tax Cost of Debt
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Now you will need to calculate the cost of preferred stock. You can use the following table:
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Annual Dividend
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Current Value of Preferred Stock
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Cost of Preferred Stock (%)
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To calculate the cost of common equity, you can use the CAPM model. Using current stock data, the yield on the 5-year treasury bond, and the return on the market calculated in Phase 2, you can calculate the cost of common equity using the following table:
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5-year Treasury Bond Yield
(risk-free rate)
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Stock's Beta
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Return on the Top 500 Stocks (market return)
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Cost of Common Equity
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Now, you can use the cost and ratios from above to calculate the firm's weighted average cost of capital (WACC) using the following table:
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After-Tax Cost of Debt
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Cost of Preferred Stock
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Cost of Common Equity
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WACC
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Unweighted Cost
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Weight of Component
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Weighted Cost of Component
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After completing the required calculations, explain your results in a Word document, and attach the spreadsheet showing your work. Be sure to explain the following:
How would you expect the weighted average cost of capital (WACC) to differ if you had used market values of equity rather than the book value of equity, and why?
What would you expect would happen to the cost of equity if you had to raise it by selling new equity, and why?
If the after-tax cost of debt is always less expensive than equity, why don't firms use more debt and less equity?
What are some of the advantages and disadvantages of raising capital by using debt?
How would "floatation costs" impacted the WACC, and how could they have been incorporated in the formula?