
Explanation:
The bootstrap historical simulation approach involves creating resamples from an original sample of data, with each resample potentially containing multiple instances of an observation or excluding some observations entirely. Each resample generates a different estimate for the VaR. The final VaR estimate is then calculated by averaging the VaR from all resamples. This approach allows for a more comprehensive and balanced estimation of the VaR, as it takes into account the full range of possible outcomes, rather than focusing solely on the best-case or worst-case scenarios.
Choice A is incorrect. The highest VaR from all resamples does not represent the final VaR estimate in the bootstrap historical simulation approach. This would only provide an extreme scenario, which is not representative of the overall risk profile.
Choice B is incorrect. Similarly, taking the lowest VaR from all resamples would also be misleading as it underestimates the potential risk and does not reflect a comprehensive view of possible outcomes.
Choice D is incorrect. While taking the median VaR from all resamples might seem like a reasonable approach, it doesn't fully utilize all available data points in generating an estimate for VaR. It may ignore significant outliers that could have substantial impact on risk estimation.
Things to Remember
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Q.5295 A data analyst wishes to calculate the VaR of a credit firm using the bootstrap historical simulation approach. How is the final VaR estimate calculated using the bootstrap historical simulation approach?
A
By taking the highest VaR from all resamples.
B
By taking the lowest VaR from all resamples.
C
By averaging the VaR from all resamples.
D
By taking the median VaR from all resamples.
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