Compound Inequalities Lecture Notes 2020 PDF

Title	Compound Inequalities Lecture Notes 2020
Author	Charley Berry
Course	Life in the Universe
Institution	Barnard College
Pages	4
File Size	140.1 KB
File Type	PDF
Total Downloads	20
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Summary

Compound Inequalities Inequalities Algebra one Math Regents Knowlege 2020...

Description

Kuta Software - Infinite Algebra 2

Name___________________________________

Compound Inequalities

Date________________ Period____

Solve each compound inequality and graph its solution. 1) n or n       



2)











k  or    k

         

3) x 











     









  

























































 









       



















8) b or b 









9)  r and r 



6) p or p

7) n





4) x

5) m

   







  

    













10) n or n 



















  

11)  b or b 















13) v and v 































19) rr or rr 





















    



















     

16) a a and  aa

17)  pp and  p p 



14) x or x

15) b bb 

12)  x



















18) vvv 













20) xx or x x                 

Kuta Software - Infinite Algebra 2

Name___________________________________

Compound Inequalities

Date________________ Period____

Solve each compound inequality and graph its solution. 1) n or n       



2)











k  or    k



n or n

        















k or k

3) x 







4) x 











  

x

     















7) n

















 

       















   













8) b or b 









    













b or b

n

9)  r and r 



p or p

m





6) p or p

5) m

 r



x

















  

10) n or n 







n or n













  

11)  b or b 















13) v and v 





























    











p









     

















18) vvv 













v

19) rr or rr r



No solution.

17)  pp and  p p





16) a a and  aa

b





x or x

15) b bb





14) x or x

 v





x

b or b



12)  x













20) xx or x x                 

{ All real numbers. }

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