Which quantifier statement is the negation of ∀xP(x)\forall x P(x)∀xP(x)?
¬∀x¬P(x)\neg \forall x \neg P(x)¬∀x¬P(x)
∃xP(x)\exists x P(x)∃xP(x)
∃x¬P(x)\exists x \neg P(x)∃x¬P(x)
∀x¬P(x)\forall x \neg P(x)∀x¬P(x)