Discrete Math Quiz
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LOGIC AND PROOF
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Let L(x,y)L(x, y) represent "x≤yx \leq y" over the finite domain {1,2,3}\{1, 2, 3\}. Consider the statement NN: "¬(∃x∀yL(x,y))∧¬(∀x∃y¬L(x,y))\neg(\exists x \forall y L(x, y)) \land \neg(\forall x \exists y \neg L(x, y))". Which of the following correctly describes what NN asserts?
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