Question: Show that the empty language and the total language over any finite alphabet are in NP and are not NP-complete. It also shows that

Show that the empty language and the total language over any finite

Show that the empty language and the total language over any finite alphabet are in NP and are not NP-complete. It also shows that if P = NP, then every language in P, except for total and empty, is NP-complete.

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