In: Accounting
EasyPoker Inc. needs to develop an estimate of its cost of capital. The firm’s marginal tax rate is 30%. The current price of EasyPoker’s 12 percent coupon, semiannual payment bonds with 15 years remaining to maturity is $1,153.72. The current price of the firm’s 10%, $100 par value quarterly dividend perpetual preferred stock is $110.00. EasyPoker’s common stock is currently selling at $50 per share. Its last dividend was 4.19, and dividends are expected to grow at a constant rate of 6 % forever. The firms’s beta is 1.35, the yield on T-bills is 7 percent, and the market risk premium is estimated to be 6%. EasyPoker’s capital structure is 40 percent debt, 10 percent preferred stock, and 50 percent common equity.
Please provide the following, showing all work:
2. Calculate the firm’s component cost of debt.
3. Calculate the firm’s cost of equity. Use all possible sources of information.
4. Calculate the firm’s WACC.
2 | To find the cost of debt we need to find the yield to maturity of the bonds | ||||||||
Coupon Rate | 6% | Semi Annual | |||||||
Number of payments (NPER) | 30 | 15*2 | |||||||
Current Price (PV) | $1,153.72 | ||||||||
Coupon Amount (PMT) | 60 | 1000*6% | |||||||
Par Value (FV) | $1,000 | ||||||||
Using the rate function we can calculate semi annual yield to maturity | |||||||||
5.00% | |||||||||
RATE(30,60,-1153.72,1000) | |||||||||
Yield to maturity = 5%*2 | 10% | ||||||||
After Tax cost of debt = 10%*(1-0.30) | 7.00% | ||||||||
3 | Cost of Equity using the dividend discount model | ||||||||
Ke = D1/P0 + g | |||||||||
Ke = ((4.19*1.06)/50) + 0.06 | 14.88% | ||||||||
Cost of Equity using the CAPM Model | |||||||||
Ke = Risk free rate + Beta*Risk Premium | |||||||||
0.07 + (1.35*0.06) | |||||||||
15.10% | |||||||||
Cost of preferred Stock = Dividend/Market Price = 100*10% | 10/110 | 9.09% | |||||||
4 | The WACC of the company is | ||||||||
(0.40*0.07) + (0.10*0.0909) + (0.50*0.1510) | |||||||||
11.26% | |||||||||