Let Z+ denote the set of positive integers, and let x y denote that a divides y. Consider the following statements. • Statement 1: ∀x ∈ Z^+ + ∃y ∈ Z^+ s.t. x|y
• Statement 2 : ∃x ∈ Z^+ + s.t ∀y ∈ Z^+ , x|y
• Statement 3: ∃y ∈ Z^+ s.t. ∀y ∈ Z^+ , x|y
Which of these statements is true? (a) Statement 1 is true (b) Statement 2 is true (c) Statement 3 is true (d) None of these statements are true Select all possible options that apply.