Which expression is the dual of (P∧¬Q)∨(True∧R)(P \land \neg Q) \lor (True \land R)(P∧¬Q)∨(True∧R)?
(P∨¬Q)∧(False∨R)(P \lor \neg Q) \land (False \lor R)(P∨¬Q)∧(False∨R)
(P∧¬Q)∨(False∧R)(P \land \neg Q) \lor (False \land R)(P∧¬Q)∨(False∧R)
(P∨¬Q)∧(True∧R)(P \lor \neg Q) \land (True \land R)(P∨¬Q)∧(True∧R)
(P∧Q)∨(True∨R)(P \land Q) \lor (True \lor R)(P∧Q)∨(True∨R)