Graph the solution on a number line, and express it in interval notation.
- $-6 x-12 \geq-7 x-1$
$Graph the solution on a number line, and express it in interval notation. - -6 x-12 \geq-7 x-1 A) x>-6,(-6, \infty) B) \mathrm{x} \geq 11,[11, \infty) C) \mathrm{x} \leq 11,(-\infty, 11] D) x<-6,(\infty,-6)$

Question

Graph the solution on a number line, and express it in interval notation.
-$-6 x-12 \geq-7 x-1$

A) $x>-6,(-6, \infty)$ 
B) $\mathrm{x} \geq 11,[11, \infty)$ 
C) $\mathrm{x} \leq 11,(-\infty, 11]$ 
D) $x<-6,(\infty,-6)$

Quizplus · Accepted Answer

The Answer of Graph the solution on a number line, and express it in interval notation.
-$-6 x-12 \geq-7 x-1$

A) $x>-6,(-6, \infty)$ 
B) $\mathrm{x} \geq 11,[11, \infty)$ 
C) $\mathrm{x} \leq 11,(-\infty, 11]$ 
D) $x<-6,(\infty,-6)$

Graph the Solution on a Number Line, and Express It −6x−12≥−7x−1-6 x-12 \geq-7 x-1−6x−12≥−7x−1