Reference no: EM131795654

Questions -

Q1. Tuttle Buildings Inc. has decided to go public by selling $5,000,000 of new common stock. Its investment bankers agreed to take a smaller fee now (6% of gross proceeds versus their normal 10%) in exchange for a 1-year option to purchase an additional 200,000 shares at $5.00 per share. The investment bankers expect to exercise the option and purchase the 200,000 shares in exactly one year, when the stock price is forecasted to be $6.50 per share. However, there is a chance that the stock price will actually be $12.00 per share one year from now. If the $12 price occurs, what would the present value of the entire underwriting compensation be? Assume that the investment banker's required return on such arrangements is 15%, and ignore taxes.

a. $1,235,925

b. $1,300,973

c. $1,369,446

d. $1,441,522

e. $1,517,391

Q2. Thompson Enterprises has $5,000,000 of bonds outstanding. Each bond has a maturity value of $1,000, an annual coupon of 12.0%, and 15 years left to maturity. The bonds can be called at any time with a premium of $50 per bond. If the bonds are called, the company must pay flotation costs of $10 per new refunding bond. Ignore tax considerations--assume that the firm's tax rate is zero.

The company's decision of whether to call the bonds depends critically on the current interest rate on newly issued bonds. What is the breakeven interest rate, the rate below which it would be profitable to call in the bonds?

a. 9.57%

b. 10.07%

c. 10.60%

d. 11.16%

e. 11.72%

Q3. Rainier Bros. has 12.0% semiannual coupon bonds outstanding that mature in 10 years. Each bond is now eligible to be called at a call price of $1,060. If the bonds are called, the company must replace them with new 10-year bonds. The flotation cost of issuing new bonds is estimated to be $45 per bond. How low would the yield to maturity on the new bonds have to be in order for it to be profitable to call the bonds today, i.e., what is the nominal annual "breakeven rate"?

a. 9.29%

b. 9.78%

c. 10.29%

d. 10.81%

e. 11.35%