You are given a portfolio of two assets whose returns are jointly normally distributed with the following

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You are given a portfolio of two assets whose returns are jointly normally distributed with the following mean vector and covariance matrix: 

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(a) Compute the 95% VaR of the portfolio if $1 is invested in the first asset and $1 is invested in the second. 

(b) Compute the risk-contribution of each asset to the VaR. 

(c) Is the current portfolio weighting optimal? If not, suggest a better one.

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