a) ∃x(x≤2∨x≥3)\exists x(x \leq2 \lor x\geq3)∃x(x≤2∨x≥3)
b) ∃x(x<0∨x≥5)\exists x(x \lt 0 \lor x\geq 5)∃x(x<0∨x≥5)
c) ∀x(x<−4∨x>1)\forall x(x \lt-4 \lor x\gt1)∀x(x<−4∨x>1)
d) ∀x(x≤−5∨x≥−1)\forall x(x \leq-5 \lor x\geq-1)∀x(x≤−5∨x≥−1)
e) ∃x∀y(x2≥y)\exists x \forall y (x^2 \geq y)∃x∀y(x2≥y)
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