Let A^m×n be a matrix of real numbers. The matrix AA^T has an eigenvector x with eigenvalue b. Then the eigenvector y of A^T A which has eigenvalue b is equal to

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Let A^m×n be a matrix of real numbers. The matrix AA^T has an eigenvector x with eigenvalue b. Then the eigenvector y of A^T A which has eigenvalue b is equal to

1. x^T A
2. A^T x
3. x
4. Cannot be described in terms of x

Correct Answer: A^T x

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