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                         Infinite Algebra 1                                                                                                                               Name___________________________________

                         Multi-Step Inequalities                                                                                                                                               Date________________ Period____

                         Solve each inequality and graph its solution.

                         1) nn                                                                                                                        2)  x x
                                                                                                                                                                                    




                         3)  p p                                                                                                                     4) kk
                                                                                                                                                                                             




                         5) m                                                                                                                     6) ( x)
                                                                                                                                                                                     




                         7) (n)                                                                                                                 8) (b)
                                                                                                                                                                                           




                         9) (r)                                                                                                                 10) (r)
                                                                                                                                                                                          




                         11)  x x x x                                                                                                       12)  x x
                                                                                                                                                                                   




©f 12i0X1J2S zK9uOtiax rS7omfitewSavr8eW OLSLsCN.c 0 UAXljlz aroi1g6hjtEs3 Zrueas3eyr6voeDd7.l Z dMFavdEeh UwfiktThO uI8n1fViOnwiftbed qAZl9gaeJb5r1a9 D18.8   -1-                                                          Worksheet by Kuta Software LLC
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                         13) aa                                                                                                                    14) vv
                                                                                                                                                                                        




                         15) nnnn                                                                                                              16)  x x( x)
                                                                                                                                                                                  




                         17) n(n)n                                                                                                          18) ( p) p p
                                                                                                                                                                                      




                         19) k(k)                                                                                                                  20)  x( x)
                                                                                                                                                                                         




                         21) (k)(k)                                                                                                        22) ( x)( x)
                                                                                                                                                                                    




                         23) ( x) x                                                                                                               24) (n)(n)
                                                                                                                                                                                     




©8 s2k0q1R2G xKYu8twar eSLo9fVtww7abrBeS nLbL1CA.w P eA1llli creiQgGhdtYsd 4rYe3sfeBrcvqecdB.K b eMXaRdueX bwUi3tnhu MI7n1fZiLnKi7tjeo MANlkgMeIb8r1a0 m1Z.Y   -2-                                                        Worksheet by Kuta Software LLC
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                         Infinite Algebra 1                                                                                                                               Name___________________________________

                         Multi-Step Inequalities                                                                                                                                               Date________________ Period____

                         Solve each inequality and graph its solution.

                         1) nn                                                                                                                        2)  x x
                                                                                                                                                                                    

                            n                                                                                                                               x




                         3)  p p                                                                                                                     4) kk
                                                                                                                                                                                             

                             p                                                                                                                               k




                         5) m                                                                                                                     6) ( x)
                                                                                                                                                                                     

                           m                                                                                                                                x




                         7) (n)                                                                                                                 8) (b)
                                                                                                                                                                                           

                            n                                                                                                                               b




                         9) (r)                                                                                                                 10) (r)
                                                                                                                                                                                          

                            r                                                                                                                               r




                         11)  x x x x                                                                                                       12)  x x
                                                                                                                                                                                   

                          x                                                                                                                                 x




©5 e2h0D1l28 fKCuftmaw uSaocfLt8w5avrxee vL5L2CM.v X jAMlPlj yrdiRgwhPt7sZ GrMews1eMrdvFeqdR.O B gMSabdoeL mw1ietuhl iI8nJfhi2n4imtUeo WAglKghenburCaa 515.1   -1-                                                          Worksheet by Kuta Software LLC
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                         13) aa                                                                                                                    14) vv
                                                                                                                                                                                        

                            a                                                                                                                               v




                         15) nnnn                                                                                                              16)  x x( x)
                                                                                                                                                                                  

                            n                                                                                                                               x




                         17) n(n)n                                                                                                          18) ( p) p p
                                                                                                                                                                                      

                            n                                                                                                                                p




                         19) k(k)                                                                                                                  20)  x( x)
                                                                                                                                                                                         

                           k                                                                                                                                 x




                         21) (k)(k)                                                                                                        22) ( x)( x)
                                                                                                                                                                                    
                           No solution.                                                                                                                          { All real numbers. }




                         23) ( x) x                                                                                                               24) (n)(n)
                                                                                                                                                                                     
                           No solution.                                                                                                                          { All real numbers. }




                                          Create your own worksheets like this one with Infinite Algebra 1. Free trial available at KutaSoftware.com


©7 72b0f122n sKTu6tNar qStoRfjtZwcaerEeN vLMLhCf.b w JAclwlT krNiSghhDtts4 YrqeKsOe1rQvheKdZ.M 1 BMha6dye3 twGiltAh9 eIlnofkiqnCiVtFeE tAcl6g8eFbSrkay 21s.7   -2-                                                        Worksheet by Kuta Software LLC

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4.4 multi step inequalities

  • 1.   Infinite Algebra 1 Name___________________________________ Multi-Step Inequalities Date________________ Period____ Solve each inequality and graph its solution. 1) nn 2)  x x                       3)  p p 4) kk                       5) m 6) ( x)                       7) (n) 8) (b)                  9) (r) 10) (r)                       11)  x x x x 12)  x x                       ©f 12i0X1J2S zK9uOtiax rS7omfitewSavr8eW OLSLsCN.c 0 UAXljlz aroi1g6hjtEs3 Zrueas3eyr6voeDd7.l Z dMFavdEeh UwfiktThO uI8n1fViOnwiftbed qAZl9gaeJb5r1a9 D18.8 -1- Worksheet by Kuta Software LLC
  • 2.   13) aa 14) vv                 15) nnnn 16)  x x( x)                       17) n(n)n 18) ( p) p p                       19) k(k) 20)  x( x)                       21) (k)(k) 22) ( x)( x)                       23) ( x) x 24) (n)(n)                       ©8 s2k0q1R2G xKYu8twar eSLo9fVtww7abrBeS nLbL1CA.w P eA1llli creiQgGhdtYsd 4rYe3sfeBrcvqecdB.K b eMXaRdueX bwUi3tnhu MI7n1fZiLnKi7tjeo MANlkgMeIb8r1a0 m1Z.Y -2- Worksheet by Kuta Software LLC
  • 3.   Infinite Algebra 1 Name___________________________________ Multi-Step Inequalities Date________________ Period____ Solve each inequality and graph its solution. 1) nn 2)  x x                       n x 3)  p p 4) kk                       p k 5) m 6) ( x)                       m x 7) (n) 8) (b)                  n b 9) (r) 10) (r)                       r r 11)  x x x x 12)  x x                       x x ©5 e2h0D1l28 fKCuftmaw uSaocfLt8w5avrxee vL5L2CM.v X jAMlPlj yrdiRgwhPt7sZ GrMews1eMrdvFeqdR.O B gMSabdoeL mw1ietuhl iI8nJfhi2n4imtUeo WAglKghenburCaa 515.1 -1- Worksheet by Kuta Software LLC
  • 4.   13) aa 14) vv                 a v 15) nnnn 16)  x x( x)                       n x 17) n(n)n 18) ( p) p p                       n p 19) k(k) 20)  x( x)                       k x 21) (k)(k) 22) ( x)( x)                       No solution. { All real numbers. } 23) ( x) x 24) (n)(n)                       No solution. { All real numbers. } Create your own worksheets like this one with Infinite Algebra 1. Free trial available at KutaSoftware.com ©7 72b0f122n sKTu6tNar qStoRfjtZwcaerEeN vLMLhCf.b w JAclwlT krNiSghhDtts4 YrqeKsOe1rQvheKdZ.M 1 BMha6dye3 twGiltAh9 eIlnofkiqnCiVtFeE tAcl6g8eFbSrkay 21s.7 -2- Worksheet by Kuta Software LLC