Show that if A is symmetric, there exists a symmetric generalized inverse for A, as noted following Theorem 2.8c.
Theorem 2.8c.
Let A be n p of rank r, let be any generalized inverse of A, and let (A’A) 2 be any generalized inverse of A’A. Then

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Show that if A is symmetric, there exists a symmetric generalized inverse for A, as noted following Theorem 2.8c.
Theorem 2.8c.
Let A be n p of rank r, let be any generalized inverse of A, and let (A’A) 2 be any generalized inverse of A’A. Then
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