a) find the coordinate vectors [x]sub beta and [x]sub c of x with respect to the bases beta and C, respectively. b) Find the change of basis matrix P from beta to C. c) use your answer in part b) to compute [x]sub c, and compare your answer with the one found in part a). d) Find the change of basis matrix P from C to beta. e) Use your answers to parts c) and d) to compute [x] sub beta and compare your answer to the one in part a).: x=[4, -1], beta={[1, 0], [1, 1]}, C= {[0, 1], [2, 3]} in R2

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