Rolodex Inc. is in the process of determining its capital budget for the next fiscal year. The firm’s current capital structure, which it considers to be optimal, is contained in the following balance sheet:
Note: For this problem, use the book value of the items to get the capital structure. However, you normally want to use the market values. Long-term debt is the only debt capital structure account. Add common stock, capital in excess of par, and RE to get common equity.
Rolodex Inc. Balance Sheet (in Millions of Dollars) | |||||||||||
Current assets | $ | 105 | Accounts payable | $ | 35 | ||||||
Fixed assets | 255 | Other current liabilities | 25 | ||||||||
Total assets | $ | 360 | Long-term debt | 90 | |||||||
Preferred stock | 60 | ||||||||||
Common stock (15 million shares at par) | 15 | ||||||||||
Contributed capital in excess of par | 30 | ||||||||||
Retained earnings | 105 | ||||||||||
Total liabilities and equity | $ | 360 | |||||||||
Discussions between the firm’s financial officers and the firm’s investment and commercial bankers have yielded the following information:
Hint: RE = Net income - total common dividends.There are 15m shares shown as outstanding in the balance sheet.
Round your answers to two decimal places. 10.12% would be entered as 10.12
Compute Rolodex’s marginal cost of capital schedule.
Weighted marginal cost of capital | |
First increment: | % |
Second increment: | % |
Third increment: | % |
Additional funds: | % |
1] | The first step is the calculation of the cost of capital of the | ||
various sources of capital. | |||
a] | Cost of debt [after tax]: | ||
After tax cost of bank loan = 11%*(1-40%) = | 6.60% | ||
Before tax cost of bonds = YTM | |||
YTM using an online calculator = 15.15% | |||
After tax cost of bonds = 15.15%*(1-40%) = | 9.09% | ||
After tax cost of additional debt = 17%*(1-40%) = | 10.20% | ||
Cost of preferred stock [given] | 18.00% | ||
Cost of retained earnings = 2.15/16.5+0.055 = | 18.53% | ||
Cost of new equity = 2.15/14.5+0.055 = | 20.33% | ||
b] | Book value weights are: | BV in millions | Weight |
Debt | $ 90 | 30.00% | |
Preferred stock | $ 60 | 20.00% | |
Equity | $ 150 | 50.00% | |
Total | $ 300 | ||
c] | Retained earnings available = 120-15*2.15 = | $ 87.75 | million |
RE break point = 87.75/50% = | $ 175.50 | million | |
Preferred stock = 175.50*20% = | $ 35.10 | million | |
Debt = 175.50*30% = | $ 52.65 | million | |
So break points are: | |||
1] Debt break point [bank loan] = 30/30% = | $ 100.00 | million | |
Components: | |||
Debt at 6.60% for $30 million | |||
Preferred stock at 18% for $20 million | |||
Equity [Retained earnings] at 18.53% for $50 million | |||
WACC = 6.60%*30%+18%*20%+18.53%*50% = | 14.85% | ||
2] RE break point = 87.75/50% = | $ 175.50 | million | |
WACC = 9.09%*30%+18%*20%+18.53%*50% = | 15.59% | ||
3] Debt [bond] break point for $25 million = 100+25/30% = | $ 183.33 | million | |
WACC = 9.09%*30%+18%*20%+20.33%*50% = | 16.49% | ||
4] Additional debt: | |||
WACC = 10.20%*30%+18%*20%+20.33%*50% = | 16.83% | ||
ANSWERS: | $ million | Marginal WACC | |
First increment | $ 100.00 | 14.85% | |
Second increment | $ 75.50 | 15.59% | |
Third increment | $ 7.83 | 16.49% | |
Additional funds | 16.83% |
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