Exam 13: Bond Analysis and Portfolio Management Strategies

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The term dedication, used to describe portfolio management techniques, is referring to servicing a prescribed set of

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C

The components of interest rate risk are price risk and maturity risk.

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False

A manager following an interest rate anticipation strategy would shorten portfolio duration if interest rates were expected to increase.

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USE THE INFORMATION BELOW FOR THE FOLLOWING PROBLEM(S) Consider two bonds: both pay annual interest. Bond Y has a coupon of 6 percent per year, maturity of five years, yield to maturity of 6 percent per year, and a face value of $1000. Bond X has a coupon of 7 percent per year, maturity of 10 years, yield to maturity of 4 percent per year, and a face value of $1000. -Refer to Exhibit 13.13. Calculate the modified duration for Bond X.

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The lower a bond's yield to maturity, the greater its duration.

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USE THE INFORMATION BELOW FOR THE FOLLOWING PROBLEM(S) The following information is given concerning a pure yield pick-up swap: You currently hold a 20-year, Aa 8 percent coupon bond priced to yield 10 percent. As a swap candidate you are considering a 20-year, Aa 10 percent coupon bond priced to yield 10.75 percent. Assume a reinvestment rate of 12.00 percent, semiannual compounding, and a one-year workout period. USE THE INFORMATION BELOW FOR THE FOLLOWING PROBLEM(S) The following information is given concerning a pure yield pick-up swap: You currently hold a 20-year, Aa 8 percent coupon bond priced to yield 10 percent. As a swap candidate you are considering a 20-year, Aa 10 percent coupon bond priced to yield 10.75 percent. Assume a reinvestment rate of 12.00 percent, semiannual compounding, and a one-year workout period.    -Refer to Exhibit 13.6. The interest on one coupon for the candidate bond is -Refer to Exhibit 13.6. The interest on one coupon for the candidate bond is

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Interest rate anticipation is one of the matched funding techniques that matches anticipated interest rates with the required rates on a portfolio.

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USE THE INFORMATION BELOW FOR THE FOLLOWING PROBLEM(S) A $1000 par value bond with four years to maturity and a 5 percent coupon has a yield to maturity of 6 percent. Interest is paid annually. -Refer to Exhibit 13.3. Calculate the modified duration for the bond.

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The active strategies for bond management include all of the following EXCEPT

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USE THE INFORMATION BELOW FOR THE FOLLOWING PROBLEM(S) A $1000 par value bond with five years to maturity and a 6 percent coupon has a yield to maturity of 8 percent. Interest is paid semiannually. -Refer to Exhibit 13.1. Calculate the current price of the bond.

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USE THE INFORMATION BELOW FOR THE FOLLOWING PROBLEM(S) Consider two bonds: both pay annual interest. Bond C has a coupon of 6 percent per year, maturity of five years, yield to maturity of 6 percent per year, and a face value of $1000. Bond D has a coupon of 8 percent per year, maturity of 15 years, yield to maturity of 6 percent per year, and a face value of $1000. -Refer to Exhibit 13.12. Assume that your investment horizon is 6 years and your portfolio consists only of Bond C and Bond D. Indicate the proportions invested in each bond so that the portfolio is immunized.

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Convexity is a desirable feature of bonds because as interest rates decline, the price of a low convexity bond

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Zappo Corporation just issued $1,000 face value bonds that will mature in 20 years and have a 7 percent coupon rate. Interest is paid semi-annually, and the required rate of return is 9 percent for these bonds. The bonds have a five-year call provision that will pay a call premium of $1,050 if they are called in. What is the price of the Zappo Corporation bond?

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In a ladder strategy, funds are invested equally among a wide range of maturities.

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A graph of a bond's Price-Yield curve reveals all of the following EXCEPT

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A swap relies heavily on interest rate expectations.

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A 12-year, 8 percent bond with a YTM of 12 percent has a Macaulay duration of 9.5 years. If interest rates decline by 50 basis points, what will be the percent change in price for this bond?

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The longer the time to maturity, the greater the percentage change in a bond's price.

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USE THE INFORMATION BELOW FOR THE FOLLOWING PROBLEM(S) You are creating a portfolio that consists of the following two bonds. Bond A pays an annual 7 percent coupon, matures in two years, has a yield to maturity of 8 percent, and a face value of $1,000. Bond B pays an annual 8 percent coupon, matures in three years, has a yield to maturity of 9 percent, and a face value of $1,000. -Refer to Exhibit 13.14. Calculate the Modified Duration for Bond B.

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Which of the following is a strategy that allows the bond manager flexibility to actively manage the portfolio subject to an overriding constraint that the portfolio remains immunized at some predetermined yield level?

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