Full answer: Arguing geometrically; find all eigenvectors and eigenvalues of the linear

Chapter 7, Problem 22

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Arguing geometrically; find all eigenvectors and eigenvalues of the linear transformations in Exercises 15 through 22. Find a basis consisting of eigenvectors if possible.The shear with T(v) v and T(w) = v + w for the vectors v and w in M2 sketched below

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