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Step 1
Define the DV01. The DV01 is the dollar change in the price of the bond if 1 basis point change in yield occurs. Therefore, we are looking for a price differential and need to calculate the bond price at two different yields. DV01 is also referred to as price value of a basis point (PVBP).
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Step 2
Define the variables. Let's assume we have a bond with a par value of $100, a coupon of 5 percent, a maturity in five years, and an initial yield of 5 percent. This bond is priced at par, $100.
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Step 3
Plug these variables into any financial calculator or spreadsheet for a bond or present value calculation. Again, the value of your bond (PV) is $100, the coupon is 5 percent, the maturity (n) is 5 years, and the initial yield is 5 percent. This means the bond is in parity. The price of a bond is the sum of the present value of all coupon payments plus the present value of the principal bond at maturity; that is, if you take the PV of the bond for Year 1 and add it to the present value for Year 2, and then add that to the present value of Year 3, Year 4, and Year 5, you will have the bond value. For bond pricing, the interest rate is the required yield. See Resources for a bond calculator.
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Step 4
Compute the price difference between a 1 basis point move downward and the current price. To compute, we take our example bond and reprice it after a -/+ basis point move down. Again, the dollar value of a basis point is equal to .01 percent. A downward move is equal to 5.00 percent minus .01 percent, or 4.99 percent. In order to get the new bond price at 4.99 percent, we need to reprice our bond by inputing these new variables into the bond calculator.
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Step 5
Reprice the bond with a new yield equals current yield minus 1 basis point. If we decrease the yield to 4.99 percent from 5.00 percent, we have a new price of $100.0438. The DV01 is the difference between $100.00 and $100.0438, or $.0438. In words, the dollar value of a 1 basis point move is $.0438. Bonds with higher DV01s, within the same credit rating, are the better value.












