
Financial Risk Manager Part 1
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A financial risk manager at a financial institution is evaluating how a bond portfolio reacts to non-uniform shifts in the spot rate curve. The portfolio consists of a 4-year zero-coupon bond and a 7-year zero-coupon bond. Each bond has a particular sensitivity to changes in its specific spot rates, as illustrated below:
Spot rate duration Impact on portfolio value for a 1-bp increase in the spot rate (AUD) 4 years -189.27 7 years -302.45
To account for the non-parallel movements in the spot rate curve, the risk manager has identified the 2-year, 5-year, and 10-year spot rates as critical rate durations. Using the given data, calculate the portfolio's key rate duration (KR01) in response to a 1-bp increase in the 5-year spot rate.
A financial risk manager at a financial institution is evaluating how a bond portfolio reacts to non-uniform shifts in the spot rate curve. The portfolio consists of a 4-year zero-coupon bond and a 7-year zero-coupon bond. Each bond has a particular sensitivity to changes in its specific spot rates, as illustrated below:
| Spot rate duration | Impact on portfolio value for a 1-bp increase in the spot rate (AUD) |
|---|---|
| 4 years | -189.27 |
| 7 years | -302.45 |
To account for the non-parallel movements in the spot rate curve, the risk manager has identified the 2-year, 5-year, and 10-year spot rates as critical rate durations. Using the given data, calculate the portfolio's key rate duration (KR01) in response to a 1-bp increase in the 5-year spot rate.
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