Let l be an eigenvalue of A with corresponding eigenvectorx. If a l and a is not an
Chapter 4, Problem 4.5.45(choose chapter or problem)
Let l be an eigenvalue of A with corresponding eigenvectorx. If a l and a is not an eigenvalue of A,show that 1(l a) is an eigenvalue of (A aI)1with corresponding eigenvector x. (Why must A aIbe invertible?)46.
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