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Suppose there is a two-asset portfolio, consisting of Asset A and Asset B. The returns of both assets follow normal distribution. Asset A has an expected return of 12.5%, Asset B has an expected return of -2.5%. The standard deviation of the Asset A's return is 4.5%, and the standard deviation of the Asset B's return is 6.5%. The correlation coefficient () of the two assets is 0.15. The market value of Asset A is 35% of the total portfolio.
A: What is the expected return of this portfolio?
A. 1.25%B. 2.50%C. 2.75%D. 3.15%E. None of the above
B What is the standard deviation of the return of this portfolio?
A. 0.035B. 0.047C. 0.265D. 0.318E. None of the above
C. What is the VaR of this portfolio at 1% left tail?
A. -5.6%B. -6.2%C. -7.3%D. -8.2%E. None of the above
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