FRM Part II · FRM Exam Part II · Derivatives
A risk analyst computes a bank's CVA to a counterparty assuming independence between exposure and default. The expected exposure at the single relevant date is 20 million, the default probability over the period is 4%, and LGD is 60%, giving CVA of 0.48 million. Evidence suggests conditional on default, the expected exposure would be 30 million. Using the conditional exposure, what is the adjusted CVA?
The adjusted CVA is 0.72 million. Under wrong-way dependence the relevant exposure is that conditional on default, 30 million, so CVA is 30 times 4% times 60%. The independence-based 0.48 million understates the loss.
- A0.48 million
- B0.72 millionCorrect
- C1.20 million
- D0.30 million
Explanation
With wrong-way dependence, use expected exposure conditional on default: 30 × 4% × 60% = 0.72 million. The independent figure 20 × 0.04 × 0.6 = 0.48 million understates it. 1.20 million would omit LGD scaling errors such as 30 × 4%; 0.30 is not derived from the data.
Did you get it right without looking?
One question tells you little. A timed set on Derivatives shows your real accuracy, how long you take and where you lose marks.
More Derivatives questions
- A CCP requires members to post variation margin daily and initial margin calibrated to cover a 99% loss over a five-day liquidation period. …
- A bank trades OTC derivatives with a corporate client. Under the Basel framework, the capital charge for the risk that the counterparty's cr…
- A bank has a netting set with a counterparty with a current mark-to-market of +USD 40 million to the bank. Under the credit support annex, t…
- A bank's trade exposures to a qualifying central counterparty (QCCP) include client-cleared and house trades. Under the Basel framework, whi…
- A bank estimates the expected positive exposure (EPE) profile to a counterparty over one year using the following exposure at three equally …
- A five-year CDS on a reference entity has a quoted spread of 200 bps per year, paid annually. The risk-neutral annual default probability is…