5. Whitley Motors Inc. has the following capital. Debt: The firm issued 900, 25 year bonds five years ago which were sold at a par value of $1,000. The bonds carry a coupon rate of 7%, but are currently selling to yield new buyers 10%. Preferred Stock:3,500 shares of 8% preferred were sold 12 years ago at a par value of $50. They’re now priced to yield 11%. Equity: The firm got started with the sale of 10,000 shares of common stock at $100 per share. Since that time earnings of $800,000 have been retained. The stock is now selling for $89. Whitley’s business plan for next year projects net income of $300,000, half of which will be retained. The firm’s marginal tax rate is 38% including federal and state obligations. It pays flotation costs of 8% on all new stock issues. Whitely is expected to grow at a rate of 3.5% indefinitely and recently paid an annual dividend of $4.00. Develop Whitley’s WACC before and after the retained earnings break and indicate how much capital will have been raised when the break occurs. First develop the market based capital structure by valuing the capital components.
Debt: ____________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________
Preferred: ______________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________
Equity: _______________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________
The market value based capital structure is then
Total capital contribution |
Weight |
|
Debt |
||
Preferred Stock |
||
Equity Capital |
||
Total |
Next develop the capital component costs.
Debt:Cost of debt = kd(1-T) = __________________________________________________________
Preferred:Cost of preferred = kp / (1-f) = _________________________________________________
Equity from RE: ke = [D0(1+g) / P0] + g = _________________________________________________
Equity from new stock: ke = [D0(1+g) / P0(1-f)] + g = __________________________________________ _____________________________________________________________________________________
WACC calculations:
Before the break
Mix |
Cost |
Factor |
|
Debt |
|||
Preferred Stock |
|||
Equity Capital |
|||
Total |
After the break
Mix |
Cost |
Factor |
|
Debt |
|||
Preferred Stock |
|||
Equity Capital |
|||
Total |
Calculate the break point
Planned RE = __________________________________________________________________
______________________________________________________________________________
Value | Weight | Cost | |
Debt | $670,134 | 39.71% | 10.00% |
Preferred | $127,273 | 7.54% | 11.00% |
Equity | $890,000 | 52.74% | 8.15% |
Total | $1,687,407 | WACC | 7.59% |
Let's calculate the price of each bond using PV function on a calculator
N = 20, PMT = 7% x 1000 = 70, I/Y = 10%, FV = 1000 => Compute PV = $744.59
Value of debt = 670,134
Value of preferred = Dividend / Yield = 8% x 50 / 11% = $36.36
Total Preferred Value = 36.36 x 3,500 = 127,273
Value of equity = 10,000 x 89 = 890,000
Total = 1,687,407
Weight = Value / Total
After-tax cost of debt = 10% x (1 - 38%) = 6.2%
Cost of preferred = 11%
Cost of retained earnings = D0 x (1 + g) / P + g = 4 x (1 + 3.5%) / 89 + 3.5% = 8.15%
=> WACC = 39.71% x 6.2% + 7.54% x 11% + 52.74% x 8.15% = 7.59%
Get Answers For Free
Most questions answered within 1 hours.