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categoryرياضيات schoolبكالوريوس event_available2026-07-13

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8.4.4 PROBLEM SET 84 1-5 SIMILAR MATRICES HAVE EQUAL EIGENVALUES = Verify this for A and A P¹AP. If y is an eigenvector of P, show that x = Py are eigenvectors of A. Show the details of your work. 3 1. A = P 4 -3 3 1 2.) 2. A P= 2 -[ 7 -5] 10 -7 8 0.28 0.96 3. A = P = 2 2 -0.96 0.28 0 0 2 [2 0 3 4. A=0 3 2 P=0 Ι 0 [1 0 - 3 0 5 λη =3

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