Rewrite the statement in the form "if p, then q".
-$| \mathrm { y } | = 11$ only if $\mathrm { y } = \pm 11$.
A) If $| y | \neq 11$, then $y = \pm 11$.
B) If $y \neq \pm 11$, then $| y | = 11$.
C) If $| y | = 11$, then $y = \pm 11$.
D) If $y = \pm 11$, then $| y | = 11$.

Question

Quizplus · Accepted Answer

The statement "if $| y | = 11$, then $y = \pm 11$" correctly translates the given statement into the form "if p, then q" by stating that the condition of $| y | = 11$ necessarily leads to $y$ being either 11 or -11.

Rewrite the Statement in the Form "If P, Then Q ∣y∣=11| \mathrm { y } | = 11∣y∣=11

Rewrite the Statement in the Form "If P, Then Q $| \mathrm { y } | = 11$