In: Finance
The following data apply to this and the next two problems. The Global Advertising Company had net income after interest but before taxes of $50,000 this year. The marginal tax rate is 34%, and the dividend payout ratio is 45%. The company can raise debt at a 12 percent interest rate for any amount of debt less than $8,000. If the firm raises more than $8,000 of debt, a 15 percent interest rate will apply. The last dividend paid by Global was $2.25. Global's common stock is selling for $29.50 per share, and its expected growth rate in earnings and dividends is 5 percent. If Global issues new common stock, the flotation cost incurred will be 10 percent. Global plans to finance all capital expenditures with 30 percent debt and a 70 percent equity. What is Global's cost of retained earnings?
11% |
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12% |
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13% |
||
14% |
What is the cost of common equity raised by selling new stock?
11% |
||
12% |
||
13% |
||
14% |
What is the cost of debt financing (assume that the firm is raising $5,000)?
15% |
||
12% |
||
9.9% |
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7.9% |
Answer :
Calculation of Cost of Retained Earnings
Cost of Retained Earnings = (Expected Dividend / Current Price without floatation cost) + growth rate
Growth rate = 5% or 0.05
Expected Dividend = Current Dividend * (1 + growth rate)
= 2.25 * (1 + 0.05)
= 2.3625
Current Price without floatation cost = $29.50
Cost of Retained Earnings = (2.3625 / 29.50) + 0.05
= 0.08 + 0.05
= 0.13 or 13%
Calculation of Cost of Common Equity raised by selling new stock
Cost of Common Equity = (Expected Dividend / Current Price with floatation cost) + growth rate
Growth rate = 5% or 0.05
Expected Dividend = Current Dividend * (1 + growth rate)
= 2.25 * (1 + 0.05)
= 2.3625
Current Price with floatation cost = $29.50 - (10% * 29.50)
= 29.50 - 2.95
= 26.55
Cost of Common Equity = (2.3625 / 26.55) + 0.05
= 0.09 + 0.05
= 0.14 or 14%
Calculation of cost of debt financing (assume that the firm is raising $5,000)
As firm is raising $ 5000 therefore rate of interest is 12 %
Cost of Debt = Interest rate * (1 -Tax rate)
= 12% (1 -0.34)
= 7.9%