Consider a two year 10% Treasury note issued by the US government. The £100 is known as the face value of the note and the interest rate attached to the note is known as the coupon rate. The government will pay £10 semi-annually for two years, and £100 at the end of the two-year term. Assume, also that other similar securities are providing a return of 10%. if one does the maths and were to discount back each of these cash flows, we would find that the price of the bond will be equal to £100. In other words, if the prevailing interest rate (yield) is equal to the coupon rate, the price of the bond or fair value will equal the face value and is said to be priced at par. Another way to think of this is to imagine that the price of a bond today is made of a bundle of investments, each of which will grow at the prevailing interest rate to the value of the future coupons and the final principal. So, what would happen to the price of the bond if the prevailing interest rate was 12% i.e higher than the coupon rate of 10%? Well now, because each investment in the bundle grows at 12% instead of 10%, the value of the total bundle of investments or the bond price today should be less than £100. It will be around £96. The bond price is, therefore, inversely related to the bond’s –yield. Bond, notes, and bills are just different terminologies for US Treasury IOU’s that have different maturity dates. Bonds are long-dated notes of 10 years or more, bills are for up to a year and notes fit snugly in between.