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FinanceQ&A LibraryA firm can issue a 15-year, $1,000 par value bond with a 10% coupon rate, paying interest semiannually, at a price of $862.35. Their marginal tax rate is 40%. A dividend of $1.25 was just paid on the firm's common stock, and the firm's estimated growth rate is 8%. It can issue new common stock at $25.00 with a 20% floatation cost. The Risk-Free Return is 6%, the Market Return is 12%, and the firm's beta is 1.2.A) Calculate the firm's Cost of Debt, after Tax.B) Calculate the firm's Cost of Retained Earnings using the CAPM.C) Calculate the firm's Cost of new Common Stock.D) A firm has the following component costs of capital: Cost of Debt (after-tax): 10.5% Cost of Retained Earnings: 15.0% It's target capital structure is: Debt 40% Retained Earnings: 60% Estimate the firm's Weighted Average Cost of Capital (WACC)Question

Asked Nov 19, 2019

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A firm can issue a 15-year, $1,000 par value bond with a 10% coupon rate, paying interest semiannually, at a price of $862.35. Their marginal tax rate is 40%. A dividend of $1.25 was just paid on the firm's common stock, and the firm's estimated growth rate is 8%. It can issue new common stock at $25.00 with a 20% floatation cost. The Risk-Free Return is 6%, the Market Return is 12%, and the firm's beta is 1.2.

A) Calculate the firm's Cost of Debt, after Tax.

B) Calculate the firm's Cost of Retained Earnings using the CAPM.

C) Calculate the firm's Cost of new Common Stock.

D) A firm has the following component costs of capital:

Cost of Debt (after-tax): 10.5%

Cost of Retained Earnings: 15.0%

It's target capital structure is:

Debt 40%

Retained Earnings: 60%

Estimate the firm's Weighted Average Cost of Capital (WACC)

Step 1

A)

**Computation of firm’s cost of debt after tax:**

From the above equation we find the r. If we substitute 12% which means (0.06 being semi-annually equivalent) above equation is satisfied .which means the cost of debt 12% before applying tax rate.

Hence, the cost of debt after tax is __7.20%.__

Step 2

B)

**Computation of cost of retained earnings using CAPM:**

Hence, the retained earnings is **13.20%.**

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