Let x = Express as a linear combination of 7₁, 72, and 73, and find Ax. Ax = be eigenvectors of the matrix A which correspond to the eigenvalues X₁ = -1, A₂ = 2, and A3 = 4, respectively, and let -2 7 0 -1 -1 2 2 = v₁+ 2 ------ -3 = 2 2 0 0 ₂+2 2 x = V3.

Q: 00 20 000 1 0 00 2 C = 2000 0 010 0100 y D = 0 200 1000

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Q: 00 20 00 02 C = 2000 0001 0 010 0100 y D = 0 200 1000

A: let λ be an eigenvalue of C.

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