Question: 4. Let A E Rxn be a matrix. (a) Suppose A satisfies A3 - A2 - 4A + 41 = 0, find all possible eigenvalues

4. Let A E Rxn be a matrix. (a) Suppose A
4. Let A E Rxn be a matrix. (a) Suppose A satisfies A3 - A2 - 4A + 41 = 0, find all possible eigenvalues of A. (b) Suppose A is diagonalizable and all eigenvalues of A are 0, 1, 2. Find all possible eigenvalues of A3 - A + 3A. Then find all possible eigenvalues of (A + I) or argue that A + I is not invertible

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