Question

Suppose that firm A is considering entering a business similar to firm B, a relatively small firm in a single line of business. Firm A is currently financed with 60% debt and 40% equity. Firm B, the pure-play firm, has a β of 0.95 and is financed with 40% debt and 60% equity. Firm B’s marginal tax rate is 30% and firm A’s marginal tax rate is 25%. Assume the riskless rate is 2% and the market return is 8%.

Q1. According to the CAPM, the market risk premium is _____________ percent.

Q2. What is Firm B's unleveraged beta?

Q3. What is Firm A's leveraged beta?

Q4. Estimate firm A’s cost of equity for the new business using the CAPM. Answer is decimal format.

Answer #1

Solution:

Q1.) The market risk premium = Market return - Risk-free rate = 8% - 2% = 6%

Q2) Levered Beta = Unlevered beta * ( 1+ D/E *(1-Tax rate))

0.95 = Unlevered beta * ( 1+ 0.4/0.6 *(1-30%))

0.95 = Unlevered beta * 1.46667

Unlevered Beta = 0.65

Q3)

Levered Beta = Unlevered beta * ( 1+ D/E *(1-Tax rate))

Levered Beta = 0.65 * ( 1+ 0.6/0.4 *(1-25%)) = 0.65*2.125= 1.38

Q4)

The cost of equity = Risk-free rate + Beta * Market Risk Premium

The cost of equity = 2% + 1.38 * 6% = 10.28%

Given the following information please find the implied beta
(leveraged) for the firm, and then calculate the new leveraged beta
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Market value of equity
1,000
Market value of debt
3000
Cost of equity capital in US dollars =
9.20%
Risk Free rate
5%
ERP
3%
Interest Rate on Debt
6%
Tax Rate
40%
Hint: use cost of equity capital to get implied leveraged beta,
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