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Express the negations of each of these statements so that all negation symbols immediately precede predicates.

  1. $\forall x \exists y \forall z T(x,y,z)$
  2. $\forall x \exists y P(x,y) \vee \forall x \exists y Q(x,y)$
  3. $\forall x \exists y (P(x,y) \wedge \exists z R(x,y,z))$
  4. $\forall x \exists y( P(x,y) \rightarrow Q(x,y))$
in Mathematical Logic
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