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Solve the Inequality $6-|x+3| \geq-9$ A) $[-18,12]$ B) $[-15,15]$ C) $(-\infty,-18] \cup[12, \infty)$ D) $(-\infty, 12)$

Question 2

Multiple Choice

Solve the inequality. Graph your solution on a number line, and write your solution in interval notation
- $6-|x+3| \geq-9$
$Solve the inequality. Graph your solution on a number line, and write your solution in interval notation - 6-|x+3| \geq-9 A) [-18,12] B) [-15,15] C) (-\infty,-18] \cup[12, \infty) D) (-\infty, 12)$

A) $[-18,12]$
$Solve the inequality. Graph your solution on a number line, and write your solution in interval notation - 6-|x+3| \geq-9 A) [-18,12] B) [-15,15] C) (-\infty,-18] \cup[12, \infty) D) (-\infty, 12)$
B) $[-15,15]$
$Solve the inequality. Graph your solution on a number line, and write your solution in interval notation - 6-|x+3| \geq-9 A) [-18,12] B) [-15,15] C) (-\infty,-18] \cup[12, \infty) D) (-\infty, 12)$
C) $(-\infty,-18] \cup[12, \infty)$
$Solve the inequality. Graph your solution on a number line, and write your solution in interval notation - 6-|x+3| \geq-9 A) [-18,12] B) [-15,15] C) (-\infty,-18] \cup[12, \infty) D) (-\infty, 12)$
D) $(-\infty, 12)$
$Solve the inequality. Graph your solution on a number line, and write your solution in interval notation - 6-|x+3| \geq-9 A) [-18,12] B) [-15,15] C) (-\infty,-18] \cup[12, \infty) D) (-\infty, 12)$

Solve the Inequality 6−∣x+3∣≥−96-|x+3| \geq-96−∣x+3∣≥−9 A) [−18,12][-18,12][−18,12] B) [−15,15][-15,15][−15,15] C) (−∞,−18]∪[12,∞)(-\infty,-18] \cup[12, \infty)(−∞,−18]∪[12,∞) D) (−∞,12)(-\infty, 12)(−∞,12)

Multiple Choice

Correct Answer:VerifiedShow Answer

Solve the Inequality $6-|x+3| \geq-9$ A) $[-18,12]$ B) $[-15,15]$ C) $(-\infty,-18] \cup[12, \infty)$ D) $(-\infty, 12)$

Correct Answer:
Verified