Answer:
11,73 %
Explanation:
WACC = Ke × (E/V) + Kd × (D/V) + Kp × (E/V)
Ke = Cost of Equity
= Return on Risk Free Security + Beta × Risk Premium
= 3.5 % + 1.20 × 6.9 %
= 11.78 %
E/V = Weight of Equity
= (2,300,000 × $92) ÷ (2,300,000 × $92 + 60,000 × $106.10 + 18,900 × $21.60 + 155,000 × $84)
= 0.91
Kd = Cost of Debt
Debt : 60,000 bonds
Pv = ($106.10)
Pmt = (5.10% × $1,000) ÷ 2 = $25.50
n = 15 × 2 = 30
Fv = $1,000
P/yr = 2
i = ?
Pre-tax cost = 48.66 %
After tax cost = 0.75 × 48.66 %
= 36.50%
DV = Weight of Debt
= (60,000 × $106.10) ÷ (2,300,000 × $92 + 60,000 × $106.10 + 18,900 × $21.60 + 155,000 × $84)
= 0.03
Debt : 18,900 zero coupon bonds
Pv = ($21.60)
Pmt = $0
n = 27 × 2 = 54
Fv = $10,000
P/yr = 2
i = ?
Pre-tax cost = 24,07 %
After tax cost = 0.75 × 24,07 %
= 18.05%
DV = Weight of Debt
= (18,900 × $21.60) ÷ (2,300,000 × $92 + 60,000 × $106.10 + 18,900 × $21.60 + 155,000 × $84)
= 0.002
Kp = Cost of Preference Share
Market Rate = (Return × Par Value) ÷ Current Price
= (2.90 % × $100) ÷ $84
= 0.03 %
P/V = Weight of Preference Shares
= (155,000 × $84) ÷ (2,300,000 × $92 + 60,000 × $106.10 + 18,900 × $21.60 + 155,000 × $84)
= 0.06
WACC = 11.78 % × 0.91 + 36.50% × 0.03 + 18.05% × 0.002 + 0.03 % × 0.06
= 11,73 %
