Answer Happy • The matrix A = [281 586 -1301 -2711 has non-real eigenvalues. Find P and C so that [a b]. A = PCP-¹, where P is invertib

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Answer Happy • The matrix A = [281 586 -1301 -2711 has non-real eigenvalues. Find P and C so that [a b]. A = PCP-¹, where P is invertib

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The matrix A = [281 586 -1301 -2711 has non-real eigenvalues. Find P and C so that [a b]. A = PCP-¹, where P is invertib

Posted: Fri Jul 08, 2022 5:36 am

by answerhappygod

: The Matrix A 281 586 1301 2711 Has Non Real Eigenvalues Find P And C So That A B A Pcp Where P Is Invertib 1 (12.98 KiB) Viewed 18 times

The matrix A = [281 586 -1301 -2711 has non-real eigenvalues. Find P and C so that [a b]. A = PCP-¹, where P is invertible and C is of the form [