Evaluate the truth value of the statement: (∃x∈Z)(x2=5)(\exists x \in \mathbb{Z})(x^2 = 5)(∃x∈Z)(x2=5).
True, because 5 is a positive integer.
True, because 5\sqrt{5}5 is an integer.
False, because there is no integer whose square is 5.
False, because 5\sqrt{5}5 is a rational number.