Let . P(x): x2/2 = x
Find the following then identify their truth values.
1:122≠1⇒P(1)=02:222=2⇒P(2)=13:P(1)=0⇒∀nP(n)=04:P(2)=1⇒∃nP(n)=11:\\\frac{1^2}{2}\ne 1\Rightarrow P\left( 1 \right) =0\\2:\\\frac{2^2}{2}=2\Rightarrow P\left( 2 \right) =1\\3:\\P\left( 1 \right) =0\Rightarrow \forall nP\left( n \right) =0\\4:\\P\left( 2 \right) =1\Rightarrow \exists nP\left( n \right) =11:212=1⇒P(1)=02:222=2⇒P(2)=13:P(1)=0⇒∀nP(n)=04:P(2)=1⇒∃nP(n)=1
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