Answer:
0.097 OR 9.7%
Explanation:
Cost of Equity using CAPM-
Re = Rf + Beta (Rpm)
where,
Rf = Risk free return = 6%,
Rpm = Risk premium = 4%,
Beta = 0.9
Therefore,
Re = .06 + .9 (.04)
= 9.6%
Unlevered cost of equity:
ReU = Wd × rd + We × re
where,
ReU = Unlevered cost of equity,
Wd = Debt = 20%
rd = cost of debt = 8%
We = equity = 80%
re = cost of equity = 9.6%
Therefore,
ReU = 0.20 × 8% + .80 × 9.6%
= 9.28%
Levered cost of Equity:
New Debt = 60%,
New Equity = 40%,
New rd = 9%
ReL = ReU + (ReU - rd) (D ÷ E)
= 9.28% + (9.28% - 9%) (0.60 ÷ 0.40)
= 0.097 OR 9.7%