Respuesta :
Answer:
Market value capital structure:
Market value of common stock = 9,100,000 x $39 = 354,900,000
Market value of bond = 350,000 x $1,100 = 385,000,000
Market value of the firm 739,900,000
COST OF EQUITY
b. Ke = Rf + β(Rm-Rf)
Ke = 5 + 1.55(7.9)
Ke = 5 + 12.245
Ke = 17.245%
COST OF DEBT
Coupon (R) = 4% x $1,000 = $40
Par value (Pt) = $1,000
Current price (Po) = $1,100
No of years (n) = 10 years
Tax rate (T) = 40% = 0.40
Kd = R/m(1 - T) + (Pt -Po)1/n
(Pt+Po)1/2
Kd = 40/2(1 - 0.4) + (1,000 - 1,100)1/10
(1,000+1,100)1/2
Kd = 20(0.6) + (-100)0.1
(2,100)0.5
Kd = 12 - 10
1,050
Kd = 0.00194047619 = 0.1904761904%
WACC = Ke(E/V) + Kd(D/V)
WACC = 17.245(354,900,000/739,900,000) + 0.1904761904(385,000,000/739,900,000)
WACC = 8.27 + 0.099
WACC = 8.37%
Explanation:
The firm's market value capital structure equals the market value of equity plus market value of bond.
Cost of equity is calculated based on CAPM formula, where Rf is the risk-free rate, Rm -Rf is market risk premium.
The cost of debt is also calculate using the formula stated above.
The weighted average cost of capital is the cost of each stock multiplied by the proportion of each stock in the capital structure.