What is the result of the logical dual of the expression (P∨Q)∧(¬R∨T)(P \lor Q) \land (\neg R \lor T)(P∨Q)∧(¬R∨T)?
(P∧Q)∨(¬R∧T)(P \land Q) \lor (\neg R \land T)(P∧Q)∨(¬R∧T)
(P∧Q)∨(R∧F)(P \land Q) \lor (R \land F)(P∧Q)∨(R∧F)
(P∨Q)∧(¬R∨F)(P \lor Q) \land (\neg R \lor F)(P∨Q)∧(¬R∨F)
(¬P∧¬Q)∨(R∧F)(\neg P \land \neg Q) \lor (R \land F)(¬P∧¬Q)∨(R∧F)