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AAA Rated Industrials   (5 year) - 5.22
AAA Rated Industrials (10 year) - 5.36
AAA Rated Industrials (15 year) - 5.46
AAA Rated Industrials (20 year) - 5.54
AAA Rated Industrials (25 year) - 5.60

BBB Rated Industrials   (5 year) - 5.82
BBB Rated Industrials (10 year) - 6.24
BBB Rated Industrials (15 year) - 6.50
BBB Rated Industrials (20 year) - 6.69

Income Security Dividends

Security Amount Ex-Div Date
AO PRA $0.53   Aug 13
BPOPM $0.13   Aug 13
BPOPN $0.14   Aug 13
BPOPO $0.13   Aug 13
BPOPP $0.17   Aug 13
BX $0.30   Aug 27
GGB $0.23 IAD increased from 0.2130 to 0.2277   Aug 18
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THE EFFECT OF CHANGING INTEREST RATES ON BOND VALUES

Another risk that bond investors face is interest rate risk -- the risk that rising interest rates will make their fixed interest rate bonds less valuable. To illustrate this, let's suppose you bought a $1,000 par value bond with a 10-year maturity and a 6 percent coupon rate. You will earn 6 percent of $1,000, or $60, each year that you own the bond. Let's further assume that after one year, you decide to sell it, and at that time, new bonds are being issued with 7 percent coupons. Investors can choose between your 6 percent bond and a new 7 percent bond. To entice someone to buy your bond, you will to have to discount its price so that the new owner will earn the same $60, but will have paid less than $1,000 to buy it, thus raising his or her yield closer to 7 percent.

The reverse is also true. Using the example above, let's assume that when you sell your bond, new bonds are being issued with 5 percent coupons. Investors can choose between your 6 percent bond and a new 5 percent bond. Comparatively, your bond is now much more attractive. An investor will be willing to pay more than $1,000 to earn 6 percent rather than 5 percent.

Duration is the tool that helps investors gauge these price fluctuations that are due to interest rate risk. As previously discussed, duration is expressed as a number of years from the purchase date. In simple terms, a bond's duration will determine how its price is affected by interest rate changes. In other words, if rates move up by one percentage point -- for example, from 6 percent to 7 percent -- the price of a bond with a duration of 5 years will move down by 5 percent, while a bond with a duration of 10 years will move down by about 10 percent. You will notice that all components of a bond are duration variables. That is, the bond's duration, coupon, and yield-to-maturity, as well as the extent of the change in interest rates, are all significant variables that ultimately determine how much a bond's price moves.
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