Which of the following describes the Absorption Law in propositional logic?
P∨(P∧Q)≡PP \lor (P \land Q) \equiv PP∨(P∧Q)≡P
P∨(Q∧R)≡(P∨Q)∧(P∨R)P \lor (Q \land R) \equiv (P \lor Q) \land (P \lor R)P∨(Q∧R)≡(P∨Q)∧(P∨R)
¬(P∧Q)≡¬P∨¬Q\neg(P \land Q) \equiv \neg P \lor \neg Q¬(P∧Q)≡¬P∨¬Q
P∨(Q∨R)≡(P∨Q)∨RP \lor (Q \lor R) \equiv (P \lor Q) \lor RP∨(Q∨R)≡(P∨Q)∨R