Question

Suppose that a bank has a total of $$\$ 10$$ million of exposures of a certain type. The 1-year probability of default averages $1 \%$ and the recovery rate averages $40 \%$. The copula correlation parameter is 0.2 . Estimate the $99.5 \%$ 1-year credit VaR.

   Suppose that a bank has a total of $$\$ 10$$ million of exposures of a certain type. The 1-year probability of default averages $1 \%$ and the recovery rate averages $40 \%$. The copula correlation parameter is 0.2 . Estimate the $99.5 \%$ 1-year credit VaR.
 
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Options, Futures, and Other Derivatives
Options, Futures, and Other Derivatives
John C. Hull 10th Edition
Chapter 24, Problem 30 ↓

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Step 1

The EL is given by the formula: EL = Exposure * Probability of Default * (1 - Recovery Rate) In this case, the exposure is $10$ million, the probability of default is $1\%$, and the recovery rate is $40\%$. Plugging in these values, we get: EL = $10,000,000 *  Show more…

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Suppose that a bank has a total of $$\$ 10$$ million of exposures of a certain type. The 1-year probability of default averages $1 \%$ and the recovery rate averages $40 \%$. The copula correlation parameter is 0.2 . Estimate the $99.5 \%$ 1-year credit VaR.
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