Question: Let Define T : R 2 R 2 by T(x) = Ax. a. Verify that b 1 is an eigenvector of A but A
Let
Define T : R2 → R2 by T(x) = Ax.
a. Verify that b1 is an eigenvector of A but A is not diagonalizable.b. Find the B matrix for T.
A 4 = [-1 5 Ja | and B5 = {by, by), for by = []. b = [21] b 4 3
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