What is the truth value for the statement ∀∃ ( − = 0) → > Given the domain of discourse is Real numbers?
2026-03-28 15:12:27.1774710747
What is the truth value for the statement ∀∃ ( − = 0) → > Given the domain of discourse is Real numbers?
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Assuming the missing brackets, that's equivalent to $\forall x\exists y(x = y \to x > y)$.
Now ask yourself what happens if the antecedent of the conditional is false ...