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The following bond swaps could have been made in recent years as investors attempted to increase the total return on their portfolio.

From the information presented below, identify possible reason(s) that investors may have made each swap.

Short Answer

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Answer

a. In anticipation of decline in interest rate and long-term bond price

b. In anticipation of a capital gain on treasury notes or capital loss on the phone bond,

c. By being bearish on the bond market

d. To take a capital gain on government bond or to avoid capital loss on A1 bond.

e. A combination of possible reasons .

Step by step solution

01

Step by Step Solution Step 1: Explanation on the reason for swap ‘a’

Investors would make this if they anticipated a decline in interest rate and an increase in long-term bond price. This would provide him more opportunity for capital gain, more excellent call protection, and protection against declining reinvestment rates.

02

Explanation of the reason for swap ‘b’

Investor would have considered 24 basis point yield spread too narrow and hence would have anticipated capital gain on treasury notes or capital loss on the phone bond, if the spread between the two bonds widened to a more normal level. He may have also anticipated a decline in interest rates and wanted to maintain high current coupon income and have the better call protection of the Treasury note.

03

Explanation of the reason for swap ‘c’

Investors would have been bearish on the bond market. Since the YTM is locked in, the zero-coupon note would be extremely vulnerable to an increase-increase date.

04

Explanation of the reason for swap ‘d’

Since these two bonds are similar in most respects, the investor might have swapped to take a capital gain on government bonds or avoid capital loss on A1 bonds.

05

Explanation on the reason for swap ‘e’

A combination of possible reasons:

(i) If the appreciation potential of Z Mart convertible was no longer attractive

(ii) If the yield on a long term bonds were high

(iii) if the investor wanted to enjoy an increase in coupon income due to decline in rates

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Most popular questions from this chapter

Question: Consider a bond with a settlement date of February 22, 2012, and a maturity date of March 15, 2020. The coupon rate is 5.5%. If the yield to maturity of the bond is 5.34% (bond equivalent yield, semi-annual compounding), what is the list price of the bond on the settlement date? What is the accrued interest on the bond? What is the invoice price of the bond?

A coupon bond paying semi-annual interest is reported as having an ask price of 117% of its $1,000 par value. If the last interest payment was made one month ago and the coupon rate is 6%, what is the invoice price of the bond?

What is the bond duration in the previous problem if coupons are paid annually? Please explain why the duration changes in the direction it does.

Find the bond's duration with a settlement date of May 27, 2012, and a maturity date of November 15, 2021. The bond's coupon rate is 7%, and the bond pays coupons semi-annually.

The bond is selling at a yield to maturity of 8%. You can use Spreadsheet 11.2, available at www.mhhe.com/bkm; link to Chapter 11 material.

Consider a bond paying a coupon rate of 10% per year semi-annually when the market interest rate is only 4% per half-year. The bond has three years until maturity.

a. Find the bond’s price today and six months from now after the next coupon is paid.

b. What is the total rate of return on the bond?

Noah Kramer, a fixed-income portfolio manager based in the country of Sevista, is considering the purchase of a Sevista government bond. Kramer decides to evaluate two strategies for implementing his investment in Sevista bonds.

Table 11.6 gives the details of the two strategies, and Table 11.7 contains the assumptions that apply to both strategies.

Before choosing one of the two bond investment strategies, Kramer wants to analyze how the market value of the bonds will change if an instantaneous interest rate shift occurs immediately after his investment.

The details of the interest rate shift are shown in Table 11.8. Calculate, for the instantaneous interest rate shift shown in Table 11.8, the percent change in the market value of the bonds that will occur under each strategy.

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