11 -12 8. -6 12 -14 10 -8 A = -5 6. -3 3 -14 18 -12 11 Find a matrix P such that D = P-l AP is the Jordan canonical form of A. The Jordan form is upper triangular. The blocks are ordered increasingly by eigenvalue and then by block size. 3 1.5 1 3 1 2/3 -0.5 1 P = D = -1.5 -3 1 2

Q: 201 12 20 -1 0 3

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