=+c) Show that A $+ if and only if P. (A) = P*( A), where P,

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=+c) Show that A € $+ if and only if P. (A) = P*( A), where P, and P* are defined by (3.9) and (3.10), and that P*( A) = P.(A) = P*(A) in this case. Thus the complete extension constructed in the text is exactly the completion.

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