Question: Question $10 $ Find a counterexample, if possible, to these universally quantified statements, where the domain for all variables consists of all real numbers. a)

Question $10 $ Find a counterexample, if possible, to these universally

Question $10 $ Find a counterexample, if possible, to these universally quantified statements, where the domain for all variables consists of all real numbers. a) $\forall x\left(x^{2} eq x ight)$ b) $\forall x\left(x^{2} eq 2 ight) $ c) $\forall x(x]>0 $ CS.PB.009

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