CHAPTER 8 C-3
Annual coupon bond payments = 50,000($1,000)(.065) = $3,250,000
Since the interest payments are tax deductible, the aftertax cash flow from the interest payments will
be:
Value of zero in one year = $1,000/1.037538 = $246.86
So, the growth on the zero coupon bond was:
Zero coupon growth = $246.86 – 229.34 = $17.52
5. If the Treasury rate is 4.80 percent, the make-whole call price in 7 years is:
6. The investor is not necessarily made whole with the make-whole call provision, but is made close to
whole. Assume a company issues a bond with a make-whole call of the Treasury rate plus .5 percent.
Further assume this is the correct average spread for the company’s bond over the life of the bond.
Although the spread is correct on average, it is not correct at every specific time. The spread over the
Treasury rate varies over the life of the bond, and is higher when the bond has a longer time to
maturity. To see this, consider, at the extreme, the spread for any bond above the Treasury yield at
7. There is no definitive answer to which type of bond the company should issue. If the intermediate
cash flows for the coupon payments will be difficult, a zero coupon bond is likely to be the best
solution. However, the zero coupon bond will require a larger payment at maturity.