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Worksheet by Kuta Software LLC
Kuta Software - Infinite Algebra 1 Name___________________________________
Period____Date________________
Absolute Value Inequalities
Solve each inequality and graph its solution.
1)
n

   
2)

v 
      
3)
x

     
4)

b 
   
5)

n 
    
6)
x 
       
7)
v 
   
8)

x 
       
9)

a

               
10)
x

    
-1-
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Worksheet by Kuta Software LLC
11)
n 
     
12)
k 
         
13)
n 
     
14)
x 
   
15)
p

     
16)
m

     
17)
b 
               
18)
x

      
19)

n

  
20)

r

     
21)

x

        
22)

v 
  
-2-
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Worksheet by Kuta Software LLC
Kuta Software - Infinite Algebra 1 Name___________________________________
Period____Date________________
Absolute Value Inequalities
Solve each inequality and graph its solution.
1)
n

   

n
2)

v 
      

v
3)
x

     
x or
x
4)

b 
   

b
5)

n 
    

n
6)
x 
       

x
7)
v 
   

v
8)

x 
       

x
9)

a

               


a
10)
x

    
x or
x

-1-
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Worksheet by Kuta Software LLC
11)
n 
     
n or
n
12)
k 
         

k
13)
n 
     

n
14)
x 
   
x or
x
15)
p

     

p
16)
m

     

m
17)
b 
               
b or
b
18)
x

      

x
19)

n

  
n or
n
20)

r

     

r
21)

x

        
x
or
x
22)

v 
  
v or
v
-2-
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