Question: In each case assume that the transformation T is linear, and use Theorem 2 to obtain the matrix A of T. (a) T: R2
(a) T": R2 → R2 is reflection in the line y = -x.
(b) T: R2 → R2 is given by T(X) = -X for each X in R2.
(c) T: R2 → R2 is clockwise rotation through π/4.
(d) T: (R2 → R2 is counterclockwise rotation through π/4.
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b In R 2 we have e 1 We are given that Tx x for each x in R 2 In particular Te1 e and T... View full answer
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