MCQ
Using quantifiers $\forall, \exists$, convert the following open statement into true statement.
$' x+5-8, x \in N^{\prime}$
  • A
    $\forall x \in N, x+5=8$
  • B
    For every$x \in N, x+5>8$
  • $\exists x \in N$, such that $x+5=8$
  • D
    For every$x \in \mathrm{~N}, x+5<8$

Answer

Correct option: C.
$\exists x \in N$, such that $x+5=8$
(C)
Option (C) is a true statement, since $x=3 \in N$ satisfies $x+5=8$.

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