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Investments 4/c/e
Investments, 4th Canadian Edition, 4/e
Zvi Bodie, Boston University School of Management
Alex Kane, University of California, San Diego
Alan Marcus, Boston College
Stylianos Perrakis, Concordia University
Peter Ryan, University of Ottawa

Managing Bond Portfolios

Internet Exercises

Prepared by William Lim, University of New Brunswick.

Go to http://www.smartmoney.com/onebond/index.cfm?story=bondcalc and examine the relationship between yield% (yield to maturity) and price for a 30 year bond by sliding along the line for “Price” and observing the changes in the yield%. What is the relationship between price and yield to maturity?

Next, we will use a more sophisticated bond calculator on the web. Ensure that you enable the cookies and javascript on your browser before entering the site.

Go to http://bonds.about.com/money/bonds/cs/calculators/index.htm. From the available calculators, select FiCalc. Once selected, choose CALCULATOR. The site will lead you through a series of questions. Indicate that you plan to evaluate Corporate Securities and Bond – Fixed Income. Once you have entered the above information you can enter data for a particular bond and calculate the available statistics. Prior to entering the data below, set the calculations to mark all available calculations.

For this problem, we will use a 10-year bond that is selling at its par value as the base case. The data is entered as follows:

Price: $100
Coupon: 10
Maturity as d/m/yr: (enter a full 10 years from the date)
Settings: Annual Coupons

Once the data is entered, then calculate the statistics. The calculator has a printer formatting option if you want a hard copy of the results. Repeat this process for a price of $87 and $113.

What are the duration, convexity, and interest on interest calculations for the bond at the base price of $100?

Do you earn more or less interest on interest when the price of the bond is $113? Compare this to the base case. Why does that happen?

Is the bond more or less price sensitive at a price of $87? Compare this to the base case. Does the bond have a higher or lower level of convexity at that price?





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