Sir i am stuck for this question

(a) Let bl = [3 ] ,bg = [2 . Suppose that T : R2 ) R2 is a linear transformation 2 5 with the property that T(b1) = b1 + 2b2 and T(b2) = 2b1 + b2. i. (5 points) Find the matrix [T13 of T with respect to the basis 5 = {b1, b2}. ii. (5 points) Let A denote the standard matrix of T. That is, A = [T]g Where 8 = { [a] , [{1}] } is the standard basis for R2. Find a matrix P such that A = P[T]5P'1