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a) Assume a bank has a portfolio of stocks with a current market value of $4,000,000. If the recent volatility of the portfolio, as measured
a) Assume a bank has a portfolio of stocks with a current market value of $4,000,000. If the recent volatility of the portfolio, | |||||||||||
as measured by the standard deviation, is 3.3%, what is the estimated 10-day value at risk (VAR) | |||||||||||
using a 95% level of confidence. Assume the returns are normally | |||||||||||
Another bank has a long position of 3,000,000 in British pounds. The current exchange rate is $1.25/. | |||||||||||
What is the 10-day VAR using a 95% level of confidence if the standard deviation has been estimated at 40 basis points? | |||||||||||
Explain both results | |||||||||||
b) Explain the difference between netting and aggregation in the estimation of VAR.
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