Question: 1 consider the matrix A= 0 2 0 30 whose characteristic polynomial is given by 0 1 det(A - I) = ( + 1)(
1 consider the matrix A= 0 2 0 30 whose characteristic polynomial is given by 0 1 det(A - I) = ( + 1)( 3) Find an invertible matrix P that diagonalizes A, that is, such that D = P-AP is a diagonal matrix of eigenvalues. Explain clearly whether the vector v = (1, 1, 1) is an eigenvector of matrix A.
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To diagonalize the matrix A and check if v 1 1 1 is an eigenvector Step 1 Find Eigenvalues The chara... View full answer
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