Book Value of Debt $2,500,000,000 Market Value of Debt $2,250,000,000 Book Value of Equity $3,500,000,000 Market Value of Equity $4,000,000,000 Beta for Behnke 1.15 Risk
Book Value of Debt | $2,500,000,000 |
Market Value of Debt | $2,250,000,000 |
Book Value of Equity | $3,500,000,000 |
Market Value of Equity | $4,000,000,000 |
Beta for Behnke | 1.15 |
Risk free rate | 3% |
Expected return on the market | 9% |
Flotation cost for equity | 5% |
Tax rate | 25% |
Bond information | Coupon rate = 4%, maturity = 15 years, maturity value =$1,000 and the current price is $985.63. Assume interest is paid semiannually. Flotation cost for debt is 2% |
- Compute the cost of debt for Behnke. Be sure to adjust for flotation costs.
- Compute the cost of equity for Behnke. Be sure to adjust for flotation costs.
- Compute the cost of capital for Behnke.
Behnke Golf has decided to sell a new line of golf clubs. The clubs will sell for $825 per set and have a variable cost of 77% of revenues per set. The company has spent $250,000 for a marketing study that determined the company will sell 90,000 sets per year for seven years. The company also plans to offer a line of golf balls, which are expected to sell for $45/dozen and have a variable cost of $15/dozen. They expect to sell 100,000 dozen balls. The fixed costs each year will be $15,200,000. The company has also spent $1,000,000 on research and development for the new clubs. The plant and equipment required will cost $25,500,000 and will be depreciated using the MACRS seven-year schedule. The equipment will be sold for 150% of its book value in year 7. The new clubs will also require an increase in net working capital of $1,800,000 that will be returned at the end of the project. The tax rate is 25 percent. Information for computing the cost of capital is given in the previous problems.
- Construct the proforma income statement for this project.
- Calculate the NPV of the project.
- Compute the IRR of the project.
- Compute the profitability of the project.
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