Rewrite the statement in the form "if p, then q".
-$x = 6 \text { if } 2 x + 6 = 18$
A) If $2 x + 6 = 18$, then $x = 6$.
B) If $x = 6$, then $2 x + 6 = 6$.
C) If $x \neq 6$, then $2 x + 6 = 18$.
D) If $2 x + 6 \neq 18$, then $x = 6$.

Question

Quizplus · Accepted Answer

The original statement is a conditional statement that can be rewritten as "If $2x + 6 = 18$, then $x = 6$," which matches choice A. This is because the condition $2x + 6 = 18$ logically leads to the conclusion $x = 6$.

Rewrite the Statement in the Form "If P, Then Q x=6 if 2x+6=18x = 6 \text { if } 2 x + 6 = 18x=6 if 2x+6=18

Rewrite the Statement in the Form "If P, Then Q $x = 6 \text { if } 2 x + 6 = 18$