Question: Question 2 5 points Consider A = (2 1) 1. Compute the characteristic polynomial of A and find the eigenvalues of A. 2. For each

Question 2 5 points Consider A = (2 1) 1. Compute the characteristic polynomial of A and find the eigenvalues of A. 2. For each eigenvalue A of A find an associated eigenvector v by solving (A - AI) v = 0. 3. Find an invertible matrix Q and a diagonal matrix D such that A = QDQ-1. Hint: Q is determined by the eigenvectors of A and D is determined by the eigenvalues of A

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