A matrix A is given along with an iterate x k , produced using the power method,
Question:
(a) Approximate the dominant eigenvalue and eigenvector by computing the corresponding mkand yk.
(b) Verify that you have approximated an eigenvalue and an eigenvector of A by comparing Ayk with mkyk.
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3.415 -2 2.914 -3 X10 -1.207 1] -1 ||
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