Given:
bu	1			Wd = % of debt	Rd = Cost of Debt
T	40%			20%	8%
Rs	12%	=cost of equity		30%	8.50%
Rf	6%			40%	10%
RPM	6%	=Rm-rf
EBIT	500,000
Shares	100,000
Hint:
bL= bU [1 + (1 - T)(D/S)]		<--- Hamanda Equation (MM with Corporate Taxes)
rs= rRF + bL (RPM)		<---CAPM
WACC = wd (1-T) rd + we rs
Vop = FCF(1+g) / (WACC-g)		<---Application of Gordon Growth Model
D = Wd V
P = S + (D D0)/N0
Objectives:
1. Find the debt level of an optimal capital structure that max. Value of the firm.
2. Find the Stock price based on the Optimal Capital Structure

Need ASAP!!! I will thumbs up :) Please help.