Problem 5 Let T: R? → R² be a linear transformation, defined by: T(x) = (r1 + 2r2, 1)" a) Determine the image T(v) of v = [ 2 1]". b) Write down the matrix AT corresponding to T with respect to the standard basis. Let B be a basis of R? with basis vectors: B c) Find the matrix representing T with respect to the basis B.

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