Determine which blank is which law The following derivation proves the logical equivalence (pv ~q) A (~p
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Determine which blank is which law
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The following derivation proves the logical equivalence (pv ~q) A (~p v g) = q. Supply a reason for each step. (p v ng) a (~p v wg) = (~g v p) a (~g v ~p) ---Select--- = ng v (p A ~p) ---Select--- = ng v C ---Select--- = ng ---Select--- <> <> <> The following derivation proves the logical equivalence (pv ~q) A (~p v g) = q. Supply a reason for each step. (p v ng) a (~p v wg) = (~g v p) a (~g v ~p) ---Select--- = ng v (p A ~p) ---Select--- = ng v C ---Select--- = ng ---Select--- <> <> <>
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