Which of the following is logically equivalent to the statement ¬(P ⟹ ¬Q)\neg(P \implies \neg Q)¬(P⟹¬Q)?
P∧QP \land QP∧Q
P∨QP \lor QP∨Q
¬P∧Q\neg P \land Q¬P∧Q
P ⟹ QP \implies QP⟹Q