Question: 1 1 2 4 corresponding to the eigenvalues Q, 3, respectivelg, and that the inverse matrix of P is 2__1 1_36 1311' 35 This means

 1 1 2 4 corresponding to the eigenvalues Q, 3, respectivelg,

1 1 2 4 corresponding to the eigenvalues Q, 3, respectivelg, and that the inverse matrix of P is 2__1 1_36 1311' 35 This means that, otter a change of basis, the linear transformation determined bg A will be given by a diagonal matrix with entries 9 and 3 on the diagonal. 5 2 We found that the columns of the matrix P = ( ) contain eigenvectors of A = ( ) 15 1 Which of the matrices below is this diagonal matrix? P4AP Adpw APA1 0000 PAP-1

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