Find the matrix representation of each of the following linear transformations T of R3 with respect to the standard basis a = {ei, e2, eg}, and B= {e3, e2, ei): %3D T(x, y, z) = (2x - 3y+ 4z, 5x - y + 2z, 4x + 7y), (i). Find Tansition matrix P & Q. (ii). Show that P- =Q. (iii). Find matrix representation of L.T. [T], (iv). Find matrix representation of L.T. [T], by formula[T] = g*[T], Q.

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