Find the mean of e covariance martix for v

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Reference no: EM13265331

X & Y are Gaussian random variables with E[X]=1, E[Y]=2, E[XY]=.1, VAR[X]=5 & VAR[Y]=10. Define the vector V=(matrix) 1 1;1 -1 matrix X;Y. Find the mean of E[V], covariance martix for V, use matrix notation and write the density f(V) using the result from the mean and covariance martix.

Reference no: EM13265331

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