Multi Step, Compound, Absolute Inequalities

Solve the inequality:

 $2\left(6x-10\right)\le31-3\left(5-3x\right)$  

•  $x\le12$  

•  $x\le8$  

•  $x\ge8$  

• x $x\ge-12$  

Solve the inequality, select all solutions that apply: 

 $\left|8x-4\right|>60$  

•  $x<-7$  

•  $x>8$  

•  $x\ <12$  

•  $x\ >7$  

•  $x\ <-12$  

Solve the inequality, select all solutions that apply: 

 $\left|x+4\right|\le5$  

•  $x\ge-9$  

•  $x\le1$  

•  $x\ \le9$  

•  $x\ >7$  

•  $x\ \ge9$  

Solve the inequality, select all solutions that apply: 

 $\frac{\left|3x+15\right|}{4}>3$  

•  $x<-9$  

•  $x>-1$  

•  $x\ <9$  

•  $x\ >2$  

•  $x\ >1$  

Solve the inequality, select all solutions that apply: 

 $\left|7x\right|-3>53$  

•  $x<-8$  

•  $x>8$  

•  $x\ <8$  

•  $x\ >-8$  

Solve the inequality, select all solutions that apply: 

 $2x-5>-11$  OR  $-10x-6>44$  

•  $x<-5$  

•  $x>-3$  

•  $x\ <5$  

•  $x\ <3$  

•  $x\ >1$  

Solve the inequality, select all solutions that apply: 


 $-53<9x+1<-26$  

•  $x>-6$  

•  $x<-3$  

•  $x\ <6$  

•  $x\ >3$  

•  $x\ >0$  

Which inequalities below would require you to flip the inequality symbol in the solution?

Select all that apply.

•  $9-2x+3<-6$  

•  $\frac{1}{2}x+12<15$  

•  $2x-5>22$  

•  $-2\left(5x+3\right)\ge44$  

•  $-47>1-8x>-63$  

Tags

CCSS.7.EE.B.4B

The graph represents which solutions below?

Select all that apply.

• 
  

  $x<-2$
  

• $x>7$

• $x>-2$

• $x\le-2$

• $x\ge7$

Tags

CCSS.6.EE.B.8