A firm is considering a new project that will require an initial outlay of $20 million. It has a target capital structure of 55% debt, 15% preferred stock, and 30% common equity. The firm has non-callable bonds that mature in five years with a face value of $1,000, an annual coupon rate of 8%, and a market price of $1080.64. The yield on the company’s current bonds is a good approximation of the yield on any new bonds that are issued. The cost of preferred stock for the firm is 12.5% and the cost of common equity is 14%. The firm has a marginal tax rate of 40%. Determine the firm’s WACC for this project
The Approximate Yield to Maturity Formula =[Coupon + ( Face Value - Market Price) / Number of years to maturity] / [( Face Value + Market Price)/2 ] *100
Since this formula gives an approximate value, the financial calculators can be used alternatively.
where,
Par Value = $ 1,000
Market Price = $ 1080.64
Annual rate = 8% and
Maturity in Years = 5 Years
Hence the yield to maturity =6.08 %
Now, the after tax cost of debt = Yield to Maturity * (1- tax Rate)
= 6.08% * ( 1-40%)
= 3.648%
WACC = (Cost of Debt * Weight of Debt) + (Cost of Equity * Weight of Equity)+ (Cost of Preferred Stock * Weight of Preferred Stock )
= 8.08%
Cost | Weight | Cost * Weight | |
Debt | 3.65% | 55% | 2.01 |
Equity | 14% | 30% | 4.20 |
Preferred Stock | 12.50% | 15% | 1.88 |
Total | 8.08 |
Answer = 8.08%
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