Find the truth value of two or more quantifiers
Let x,y∈N\text{ Let }x,y \in \mathbb{N} Let x,y∈N
∀x∃y:(3x−y=0) ⟹ True (y=3x)\forall x \exist y : (3x-y=0) \implies \text{ True } (y=3x)∀x∃y:(3x−y=0)⟹ True (y=3x)
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