Solution:
Wacc = We*Ke + Wp*Kp + Wd*Kd*(1-T)
WACC -> Weighted average cost of capital
We -> weight of equity , Ke- > cost of equity
Wp -> weight of preferred stock , Kp -> cost of preferred stock
Wd -> weight of debt, Kd -> cost of debt , T-> tax rate
given we have
We = 70% , Wp = 5% ,Wd = 25% , Ke = 11% , Kp=5% , Kd= 7% , T = 35%
Putting the values in the WACC formula we get ,
WACC = .70 * .11 + .05 * .05 + .25 * .07 * (1-.35)
WACC = .077 + .0025 + .011375
WACC = .090875 or 9.0875%
b) The response would be as follows:-
Though it is given that the preferred stock is a cheaper source of financing it has it set of disadvantage over debt i.e.
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