Find the transformation matrix

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Let X be a two-element zero-mean random vector. Suppose we construct a new random vector Y according to a linear transformation, . Find the transformation matrix,  Y=TX,  such that has a covariance matrix of T such that  Y has a covariance matrix of

For this problem, assume that the covariance matrix of the vector X is an identity matrix.

Reference no: EM131216176

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