Question: A matrix A is given along with an iterate x k , produced using the power method, as in Example 4.31. (a) Approximate the dominant

A matrix A is given along with an iterate xk, produced using the power method, as in Example 4.31.
(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 Aywith mkyk.

3.415 -2 2.914 -3 X10 -1.207 1] -1 ||

3.415 -2 2.914 -3 X10 -1.207 1] -1 ||

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