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You are considering purchasing a bond with the following characteristics:
par value = $1,000
coupon rate = 4% per year
payment schedule = semiannual
maturity date = 10 years
required rate of return = 6% per year
Problem A. Draw a time line illustrating the expected future cash flows for this bond.
Problem B. What is the highest price you would be willing to pay for this bond and still receive your required 6% annual return? In other words, what is the value of the bond?
Problem C. Assume that the bond's current market price is $795. Would you be willing to buy the bond at this market price? Why or why not?
Problem D. Assume that the current market price for this bond is $795. If you purchase the bond at this price, what will your return (yield-to-maturity) be?
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