express the negation of the statement in terms of quantiﬁers without using the negation symbol.
- $\forall x ( ( x > - 1 ) \vee ( x < 1 ) )$

Name: express the negation of the statement in terms of quantiﬁers without using the negation symbol. -\[\forall x ( ( x > - 1 ) \vee ( x < 1 ) )\]
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Question

express the negation of the statement in terms of quantiﬁers without using the negation symbol.
-$$\forall x ( ( x > - 1 ) \vee ( x < 1 ) )$$

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The Answer of express the negation of the statement in terms of quantiﬁers without using the negation symbol.
-$$\forall x ( ( x > - 1 ) \vee ( x < 1 ) )$$

Express the Negation of the Statement in Terms of Quantiﬁers ∀x((x>−1)∨(x<1))\forall x ( ( x > - 1 ) \vee ( x < 1 ) )∀x((x>−1)∨(x<1))

Express the Negation of the Statement in Terms of Quantiﬁers $\forall x ( ( x > - 1 ) \vee ( x < 1 ) )$