Question: Show that if P = NP , then every language A in P , except A = and A = Sigma ^ * ,

Show that if P=NP, then every language A in P, except A= and A=\Sigma ^*, is NP-complete. Note. See lecture 24 video at 1h 15m 03s for the definition of NP-completeness. We'll focus on this very important concept in our lectures next.

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