Which of these is the correct interpretation of ∀xP(x)\forall x P(x)∀xP(x)?
There exists an xxx such that P(x)P(x)P(x) is true
For all xxx, P(x)P(x)P(x) is true
For some xxx, P(x)P(x)P(x) is true
P(x)P(x)P(x) is true only for one xxx