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Question: Assume that two firms issue bonds with the following characteristics. Both bonds are issued at par.


ABC Bond
XYZ Bond

Issue size

1.2 Billion

150 Million

Maturity

10 Years*

20 Years

Coupon

9%

10%

Collateral

First Mortgage

General Debenture

Callable

Not callable

In 10 Years

Call Price

None

110

Sinking fund

None

Starting in 5 Years

Bond is extendable at the discretion of the bondholder for an additional 10 years.

Ignoring credit quality, identify four features of these issues that might account for the lower coupon on the ABC debt. Explain.

Short Answer

Expert verified

Answer

ABC - large debt, more senior claim, call feature very attractive, no sinking fund hence no likelihood for it to sell to the detriment of the bondholders.

Step by step solution

01

Given information

Issuing the bonds ‘at par’ refers to the issue of bonds at face value. When the same is issued for less or more than the face value, it is said to be issued at a discount or premium respectively.

02

Identification of four features of these issues that might account for the lower coupon on the ABC debt 

  1. The ABC debt is a larger issue and therefore may sell with greater liquidity.
  2. In the event of trouble, the ABC debt is a more senior claim. It has more underlying security in the form of a first claim against real property.
  3. The call feature on the XYZ bonds makes the ABC bonds relatively more attractive since ABC bonds cannot be called from the investor.
  4. The XYZ bond has a sinking fund requiring XYZ to retire part of the issue each year. Since most sinking funds give the firm the option to retire this amount at the lower of par or market value, the sinking fund can work to the detriment of bondholders.

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Most popular questions from this chapter

You are managing a portfolio of $1 million. Your target duration is ten years, and you can choose from two bonds: a zero-coupon bond with a maturity of 5 years and an infinity, each yielding 5%.

An a. How much of each bond will you hold in your portfolio?

b. How will these fractions change next year if the target duration is nine years?

Question: A large corporation issued both fixed- and floating-rate notes five years ago, with terms given in the following table:


9% Coupon Notes

Floating Rate note

Issue size

250 million

280 Million

Maturity

20 Years

15 Years

Current Price (% of par

93

98

Current Coupon

9%

8%

Coupon Adjusts

Fixed coupon

Every year

Coupon reset rule

-----

1 Year T bill rate + 2%

Callable

10 Years after issue

10 Years after issue

Call Price

106

102

Sinking fund

None

None

Yield to Maturity

9.9%

---------

Price range since issued

\(85 - \)112

\(97 - \)102


a. Why is the price range greater for the 9% coupon bond than the floating-rate note?

b. What factors could explain why the floating-rate note is not always sold at par value?

c. Why is the call price for the floating-rate note not of great importance to investors?

d. Is the probability of call for the fixed-rate note high or low?

e. If the firm were to issue a fixed-rate note with a 15-year maturity, callable after five years at 106, what coupon rate would it need to offer to issue the bond at par value?

f. Why is an entry for yield to maturity for the floating-rate note not appropriate?

You will be paying $10,000 a year in tuition expenses at the end of the next two years. Bonds currently yield 8%.

An a. What is the present value and duration of your obligation?

b. What maturity zero-coupon bond would immunize your obligation?

c. Suppose you buy a zero-coupon bond with value and duration equal to your obligation. Now suppose that rates immediately increase to 9%. What happens to your net position, that is, to the difference between the value of the bond and that of your tuition obligation? What if rates fall to 7%?

Rank the interest rate sensitivity of the following pairs of bonds.

a. Bond A is an 8% coupon, 20-year maturity bond selling at par value.

Bond B is an 8% coupon, 20-year maturity bond selling below par value.

b. Bond A is a 20-year, non-callable coupon bond with a coupon rate of 8%, selling at par.

Bond B is a 20-year, callable bond with a coupon rate of 9%, also selling at par.

Question: A two-year bond with par value \(1,000 making annual coupon payments of \)100 is priced at $1,000. What is the yield to maturity of the bond? What will be the realized compound yield to maturity if the one-year interest rate next year turns out to be:

( a ) 8%,

( b ) 10%,

( c ) 12%?

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