Question: A symmetric matrix has two distinct eigenvalues. The first eigenvalue has 123 as a corresponding eigenvector. Which one of the following vectors could be an

A symmetric matrix has two distinct eigenvalues. The first eigenvalue has 123 as a corresponding eigenvector. Which one of the following vectors could be an eigenvector for the other eigenvalue? Select one: a. 246 b. 301 c. 113 d. 1/142/143/14

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