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Bonds of Zello Corporation with a par value of \(1,000 sell for \)960, mature in five years, and have a 7% annual coupon rate paid semi-annually.

a. Calculate the:

(1) Current yield.

(2) Yield to maturity.

(3) Horizon yield (also called realized compound return) for an investor with a three year holding period and a reinvestment rate of 6% over the period. At the end of three years the 7% coupon bonds with two years remaining will sell to yield 7%.

b. Cite one major shortcoming for each of the following fixed-income yield measures:

(1) Current yield.

(2) Yield to maturity.

(3) Horizon yield (also called realized compound return).

Short Answer

Expert verified

a. 7.29%.

b. (i) Doesn’t account for capital gains or losses

(ii) Assumes that the bond is held until maturity

(iii) Affected by the rates forecasts

Step by step solution

01

Calculation of current yield ‘a’

(i) Current yield = Coupon Price

= $70 / $960 = 0.0729

= 7.29%

02

Explanation of shortcoming ‘b’

(i) Current yield – It doesn’t account for capital gains or losses on bonds or for reinvestment income on coupon payments.

(ii) Yield to Maturity – It assumes that the bond is held until maturity which can be reinvested at a rate equal to YTM

(iii) Realized compound yield – It is affected by the rates forecasts.

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Most popular questions from this chapter

a. Explain the impact on the offering yield of adding a call feature to a proposed bond issue.

b. Explain the impact on the bond’s expected life of adding a call feature to a proposed bond issue.

c. Describe one advantage and one disadvantage of including callable bonds in a portfolio.

The ability to immunize a bond portfolio is very desirable for bond portfolio managers in some instances.

a. Discuss the components of interest rate risk—that is, assuming a change in interest rates over time, explain the two risks faced by the holder of a bond.

b. Define immunization and discuss why a bond manager would immunize his or her portfolio.

c. Explain why a duration-matching strategy is a superior technique to a maturity matching strategy for the minimization of interest rate risk.

Why do bond prices go down when interest rates go up? Don’t investors like high interest rates?

Short-term interest rates are more volatile than long-term rates. Despite this, the rates of return of long-term bonds are more volatile than returns on short-term securities.

How can these two empirical observations be reconciled?

On May 30, 2009, Janice Kerr is considering the newly issued 10-year AAA corporate bonds shown in the following exhibit:

Description

Coupon

Price

Callable

Call Price

Sentinal due, May 30, 2019

6.00%

100

Non-callable

NA

Collina due, May 30, 2019

6.20%

100

Currently callabale

102

a. Suppose that market interest rates decline by 100 basis points (i.e., 1%). Contrast the effect of this decline on the price of each bond.

b. Should Kerr prefer the Colina over the Sentinal bond when rates are expected to rise or to fall?

c. What would be the effect, if any, of an increase in the volatility of interest rates on the prices of each bond?

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