Waiting for answer This question has not been answered yet. You can hire a professional tutor to get the answer.
QUESTION
Show that the joint pdf fz(z) of the bivariate Gaussian random vector Z = can be expressed in the form fz(z) = exp -1 2(1 -p?) (x -mx)?
Show that the joint pdf fZ(z) of the bivariate Gaussian random vector Z = 【X Y】
Show that the joint pdf fz(z) of the bivariate Gaussian random vectorZ =can be expressed in the formfz(z)=exp-12(1 -p?)(x -mx)? 2p(x -mx)(y-my)(y - my)-2mofo;(1 - p2)OxOXOY+OFwhereox = var(X), of = var(Y), p = X -mx ) (Y - my)OXOr