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Financial Risk Manager Part 1

Financial Risk Manager Part 1


Explanation:

The one-tail z value for a confidence interval of 99% is 2.33.
The VaR of position = 30%252×2.33×USD 300×0.3×5000=USD 19,815\frac{30\%}{\sqrt{252}} \times 2.33 \times \text{USD } 300 \times 0.3 \times 5000 = \text{USD } 19,815252​30%​×2.33×USD 300×0.3×5000=USD 19,815 (to 1 d.p)

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Q.24 An investment bank decided to open a position in the shares of ALNY’s stock. The position will be opened by buying 5,000 out-of-the-money call options with a strike price of USD 350. At the moment, the stock is trading at USD 300. The annual volatility of the stock’s return is 30%, and the delta of the option is 0.3. What is the daily VaR for this position at a 1% significance level, assuming 252 trading days in a year?

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UAnonymous
Last updated: May 21, 2026 at 04:19
0

    A

    USD 16,668

    0.0%

    B

    USD 19,815

    100.0%

    C

    USD 23,116


    D

    USD 16,282

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