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Solve and Graph the Solution Set on a Number Line $|x+3|-6 \leq-1$

Question 50

Multiple Choice

Solve and graph the solution set on a number line.
- $|x+3|-6 \leq-1$
$Solve and graph the solution set on a number line. - |x+3|-6 \leq-1 A) ( - 8,2 ) B) [ - 8,2 ] C) \text { } \varnothing D) [ - 8 , - 1 ]$

A) $( - 8,2 )$
$Solve and graph the solution set on a number line. - |x+3|-6 \leq-1 A) ( - 8,2 ) B) [ - 8,2 ] C) \text { } \varnothing D) [ - 8 , - 1 ]$
B) $[ - 8,2 ]$
$Solve and graph the solution set on a number line. - |x+3|-6 \leq-1 A) ( - 8,2 ) B) [ - 8,2 ] C) \text { } \varnothing D) [ - 8 , - 1 ]$
C) $\text { } \varnothing$
D) [ - 8 , - 1 ]
$Solve and graph the solution set on a number line. - |x+3|-6 \leq-1 A) ( - 8,2 ) B) [ - 8,2 ] C) \text { } \varnothing D) [ - 8 , - 1 ]$

Solve and Graph the Solution Set on a Number Line ∣x+3∣−6≤−1|x+3|-6 \leq-1∣x+3∣−6≤−1

Multiple Choice

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Solve and Graph the Solution Set on a Number Line $|x+3|-6 \leq-1$

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