In: Accounting
The charter company has the following financing outstanding. What is the WACC for the company?
Debt: 40,000 bonds with a 8% coupon rate and a current price quote of 1200 the bonds have 25 years to maturity. 150,000 zero coupon bonds with a price quote of 185 and 30 years to maturity.
Preferred Stock: 100,000 shares of 5% preferred stock with a current price of $78, and a par value of $100.
Common Stock: 1,800,000 shares of Common Stock; the current price is $75. And the beta of the stock is 1.2.
Market: The corporate tax rate is 40%, the market risk premium is 7%, and the risk free rate is 4%
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Abdul-Rahim Taysir
The par value is traditionally set at 100, which represents 100% of a bond's $1,000 face value | |||||||||||||
I | Cost of Debt----I | ||||||||||||
Assume Debt is irredeemable Debt | |||||||||||||
Interest after tax | 4.80 | (8*60%) | |||||||||||
Quoted Price | 120 | ||||||||||||
Cost of Debt | 4.00% | (4.8/120) X 100 | |||||||||||
II | Cost of Debt----II(Zero Coupon Bond) | ||||||||||||
Yield To Maturity=(Face Value/Current Bond Price)^(1/Years To Maturity)-1 | |||||||||||||
Zero-coupon bonds do not have reoccurring interest payments, which distinguishes yield to maturity calculations from bonds with a coupon rate | |||||||||||||
Price of Bond | 185 | ||||||||||||
Current Bond Price | 27,750,000 | (150000*185) | |||||||||||
Face Value,M | 15,000,000 | ||||||||||||
Yield to maturity | 2% | ||||||||||||
(Apply above formula) | |||||||||||||
Cost of Debt | 2% | ||||||||||||
III | Cost of Preferred Stock | 5% | |||||||||||
IV | Cost of equity,E(Ri) | ||||||||||||
E(Ri) = Rf + ßi * (risk premium) |
|||||||||||||
Risk Free rate (Rf) | 4% | ||||||||||||
Risk Premium | 7% | ||||||||||||
Beta,ßi | 1.20 | ||||||||||||
Cost of equity,E(Ri) | 12% | ||||||||||||
Calculation of WACC | |||||||||||||
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