Answer:
WJK's Unlevered Beta = 1.7
Expected rate of return = 13%
Financial leverage = 0.25
Explanation:
given data
debt = $5000
equity = $20,000
interest = 5%
equity beta = 2
market risk premium = 5.5%
risk free rate of return = 2%
marginal tax rate = 30%
solution
we find here Unlevered Beta that is
Unlevered Beta = [tex]\frac{Beta (Levered)}{{1 + [ (1- tax rate)* (\frac{Debt}{Equity})]}}[/tex] ...........................1
as that we can say
WJK's Unlevered Beta = [tex]\frac{Beta of GH (Levered)}{{1 + [ (1- tax rate)* (\frac{Debt of GH}{Equity of GH})]}}[/tex]
put here value we get
WJK's Unlevered Beta = [tex]\frac{2}{{1 + [ (1- 0.3)* (\frac{5000}{20000})]}}[/tex]
WJK's Unlevered Beta = [tex]\frac{2}{1.18}[/tex]
WJK's Unlevered Beta = 1.7
and
Expected rate of return on equity of GH using CAPM = Risk free rate + Beta of GH × (Market risk premium)
Expected rate of return = 2% + 2 × (5.5%)
Expected rate of return = 13%
and
Financial leverage will be here
Financial leverage = [tex]\frac{Debt}{Equity }[/tex]
Financial leverage = [tex]\frac{5000}{20000 }[/tex]
Financial leverage = 0.25