Question1: (20 points) 12 1 - 1 Consider the upper triangular matrix A = 0 5 4 100 3 a. Find the eigenvalues of the matr

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Question1: (20 points) 12 1 - 1 Consider the upper triangular matrix A = 0 5 4 100 3 a. Find the eigenvalues of the matr

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Question1 20 Points 12 1 1 Consider The Upper Triangular Matrix A 0 5 4 100 3 A Find The Eigenvalues Of The Matr 1
Question1 20 Points 12 1 1 Consider The Upper Triangular Matrix A 0 5 4 100 3 A Find The Eigenvalues Of The Matr 1 (320.82 KiB) Viewed 192 times
Question1: (20 points) 12 1 - 1 Consider the upper triangular matrix A = 0 5 4 100 3 a. Find the eigenvalues of the matrix A. 5 points b. Find the associated eigenvectors for the matrix A. 5 points c. Find a non-singular matrix P and P-1 that makes the matrix A diagonalizable. Hint, compute P-1AP. 5 points d. Compute As using the concept of similarity? 5 points
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