Let's be clear about how bonds work. Bonds are purchased for the current value (CV) of their future cash flow values (FV). For short term bonds such as overnight, 13 weeks or 1 year instruments this isn't hard to calculate. But when you work with long bonds such as a 30 year bond you need to be highly accurate with one variable...the discount rate. To show consider a special type of bond called a zero coupon bond. This bond pays no annual interest, instead returning the nominal principal amount at a date in the future. Let's consider a 30 year $1 billion zero coupon bond, with a discount rate of 4.22% and 5.30%. How much would you pay for this particular bond?
CV = $1B/(1+0.0422)^30 = $212.4 million (or a 79% discount to nominal)
CV = $1B/(1+0.0530)^30 = $289.4 million (or a 71% discount to nominal)
So for a 1.08% difference in the discount rate, this bond gained or lost 8% or $77.0 million. If you think this is not likely, look at the chart below (www.yahoo.com). This shows the implied yield (discount rate) on a 30yr US treasury.

The reason bonds are so important is that there are trillions of dollars in bonds outstanding. Bonds are used to fund government debt (huge for the US and EU), corporate debt (huge for financial companies) and private debt (home loans, credit card debt, student loans). The bond market is at the heart of the credit crisis because bond holder demand higher returns (interest rates) when inflation or uncertainty rises. This raises the cost of borrowing for EVERYONE and why the mandate of central banks is price stability which by default means low and steady bond yields.
Next the great moderation and peak-credit. Peak oil is an insect bite compared to peak-credit!
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