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Section 0-6
                                Linear Inequalities




Wednesday, September 14, 2011
Essential Question



                 • How do you use Algebra to solve linear
                        inequalities?




Wednesday, September 14, 2011
Inequalities




Wednesday, September 14, 2011
Inequalities


                 • Still want to isolate variable




Wednesday, September 14, 2011
Inequalities


                 • Still want to isolate variable
                 • Follow opposite operations




Wednesday, September 14, 2011
Inequalities


                 • Still want to isolate variable
                 • Follow opposite operations
                 • <, >, ≤, ≥, ≠



Wednesday, September 14, 2011
Example 1
                                   Solve.

              a. x + 7 < 4                  b. − 2a + 12 ≥ 32




Wednesday, September 14, 2011
Example 1
                                   Solve.

              a. x + 7 < 4                  b. − 2a + 12 ≥ 32
                   −7 −7




Wednesday, September 14, 2011
Example 1
                                        Solve.

              a. x + 7 < 4                       b. − 2a + 12 ≥ 32
                   −7 −7
                            x < −3




Wednesday, September 14, 2011
Example 1
                                        Solve.

              a. x + 7 < 4                       b. − 2a + 12 ≥ 32
                   −7 −7
                            x < −3

             {x | x < −3}



Wednesday, September 14, 2011
Example 1
                                        Solve.

              a. x + 7 < 4                       b. − 2a + 12 ≥ 32
                   −7 −7                                 −12 −12
                            x < −3

             {x | x < −3}



Wednesday, September 14, 2011
Example 1
                                        Solve.

              a. x + 7 < 4                       b. − 2a + 12 ≥ 32
                   −7 −7                                 −12 −12
                            x < −3                      −2a ≥ 20
             {x | x < −3}



Wednesday, September 14, 2011
Example 1
                                        Solve.

              a. x + 7 < 4                       b. − 2a + 12 ≥ 32
                   −7 −7                                 −12 −12
                            x < −3                      −2a ≥ 20
             {x | x < −3}                                −2 −2




Wednesday, September 14, 2011
Example 1
                                        Solve.

              a. x + 7 < 4                       b. − 2a + 12 ≥ 32
                   −7 −7                                 −12 −12
                            x < −3                      −2a ≥ 20
             {x | x < −3}                                −2 −2
                                                     {a |a ≤ −10}


Wednesday, September 14, 2011
Example 1
                                   Solve.

                                                f
              c. 18t > 63                   d. − ≤ 13
                                                7




Wednesday, September 14, 2011
Example 1
                                   Solve.

                                                f
              c. 18t > 63                   d. − ≤ 13
                 18 18                          7




Wednesday, September 14, 2011
Example 1
                                   Solve.

                                                f
              c. 18t > 63                   d. − ≤ 13
                 18 18                          7

                    ⎧      7⎫
                    ⎨t |t > ⎬
                    ⎩      2⎭




Wednesday, September 14, 2011
Example 1
                                   Solve.

                                                   f
              c. 18t > 63                      d. − ≤ 13
                 18 18                             7

                                               ⎛ f⎞
                    ⎧      7⎫               −7 ⎜ − ⎟ ≤ 13(−7)
                    ⎨t |t > ⎬                  ⎝ 7⎠
                    ⎩      2⎭




Wednesday, September 14, 2011
Example 1
                                   Solve.

                                                   f
              c. 18t > 63                      d. − ≤ 13
                 18 18                             7

                                               ⎛ f⎞
                    ⎧      7⎫               −7 ⎜ − ⎟ ≤ 13(−7)
                    ⎨t |t > ⎬                  ⎝ 7⎠
                    ⎩      2⎭

                                               {f | f ≥ −91}

Wednesday, September 14, 2011
Example 1
                                   Solve.
            3
          e. k + 9 ≠ 45                 f. 3g − 24 ≥ 9g + 12
            4




Wednesday, September 14, 2011
Example 1
                                   Solve.
            3
          e. k + 9 ≠ 45                 f. 3g − 24 ≥ 9g + 12
            4 −9 −9




Wednesday, September 14, 2011
Example 1
                                    Solve.
            3
          e. k + 9 ≠ 45                  f. 3g − 24 ≥ 9g + 12
            4 −9 −9

                      3
                        k ≠ 36
                      4




Wednesday, September 14, 2011
Example 1
                                   Solve.
            3
          e. k + 9 ≠ 45                 f. 3g − 24 ≥ 9g + 12
            4 −9 −9

              4 3         4
               i k ≠ 36 i
              3 4         3




Wednesday, September 14, 2011
Example 1
                                   Solve.
            3
          e. k + 9 ≠ 45                 f. 3g − 24 ≥ 9g + 12
            4 −9 −9

              4 3         4
               i k ≠ 36 i
              3 4         3

                    {k | k ≠ 48}


Wednesday, September 14, 2011
Example 1
                                   Solve.
            3
          e. k + 9 ≠ 45                 f. 3g − 24 ≥ 9g + 12
            4 −9 −9                      −3g −12 −3g −12
              4 3         4
               i k ≠ 36 i
              3 4         3

                    {k | k ≠ 48}


Wednesday, September 14, 2011
Example 1
                                   Solve.
            3
          e. k + 9 ≠ 45                 f. 3g − 24 ≥ 9g + 12
            4 −9 −9                      −3g −12 −3g −12
              4 3         4                   −36 ≥ 6g
               i k ≠ 36 i
              3 4         3

                    {k | k ≠ 48}


Wednesday, September 14, 2011
Example 1
                                   Solve.
            3
          e. k + 9 ≠ 45                 f. 3g − 24 ≥ 9g + 12
            4 −9 −9                      −3g −12 −3g −12
              4 3         4                   −36 ≥ 6g
               i k ≠ 36 i
              3 4         3                    6     6

                    {k | k ≠ 48}


Wednesday, September 14, 2011
Example 1
                                   Solve.
            3
          e. k + 9 ≠ 45                 f. 3g − 24 ≥ 9g + 12
            4 −9 −9                      −3g −12 −3g −12
              4 3         4                   −36 ≥ 6g
               i k ≠ 36 i
              3 4         3                    6     6

                    {k | k ≠ 48}            {g | g ≤ −6}


Wednesday, September 14, 2011
Problem Set




Wednesday, September 14, 2011
Problem Set


                                 p. P14 #1-23 odd




     “Opportunity is missed by most people because it
        is dressed in overalls and looks like work.”
                    - Thomas A. Edison
Wednesday, September 14, 2011

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Geometry Section 0-6 1112

  • 1. Section 0-6 Linear Inequalities Wednesday, September 14, 2011
  • 2. Essential Question • How do you use Algebra to solve linear inequalities? Wednesday, September 14, 2011
  • 4. Inequalities • Still want to isolate variable Wednesday, September 14, 2011
  • 5. Inequalities • Still want to isolate variable • Follow opposite operations Wednesday, September 14, 2011
  • 6. Inequalities • Still want to isolate variable • Follow opposite operations • <, >, ≤, ≥, ≠ Wednesday, September 14, 2011
  • 7. Example 1 Solve. a. x + 7 < 4 b. − 2a + 12 ≥ 32 Wednesday, September 14, 2011
  • 8. Example 1 Solve. a. x + 7 < 4 b. − 2a + 12 ≥ 32 −7 −7 Wednesday, September 14, 2011
  • 9. Example 1 Solve. a. x + 7 < 4 b. − 2a + 12 ≥ 32 −7 −7 x < −3 Wednesday, September 14, 2011
  • 10. Example 1 Solve. a. x + 7 < 4 b. − 2a + 12 ≥ 32 −7 −7 x < −3 {x | x < −3} Wednesday, September 14, 2011
  • 11. Example 1 Solve. a. x + 7 < 4 b. − 2a + 12 ≥ 32 −7 −7 −12 −12 x < −3 {x | x < −3} Wednesday, September 14, 2011
  • 12. Example 1 Solve. a. x + 7 < 4 b. − 2a + 12 ≥ 32 −7 −7 −12 −12 x < −3 −2a ≥ 20 {x | x < −3} Wednesday, September 14, 2011
  • 13. Example 1 Solve. a. x + 7 < 4 b. − 2a + 12 ≥ 32 −7 −7 −12 −12 x < −3 −2a ≥ 20 {x | x < −3} −2 −2 Wednesday, September 14, 2011
  • 14. Example 1 Solve. a. x + 7 < 4 b. − 2a + 12 ≥ 32 −7 −7 −12 −12 x < −3 −2a ≥ 20 {x | x < −3} −2 −2 {a |a ≤ −10} Wednesday, September 14, 2011
  • 15. Example 1 Solve. f c. 18t > 63 d. − ≤ 13 7 Wednesday, September 14, 2011
  • 16. Example 1 Solve. f c. 18t > 63 d. − ≤ 13 18 18 7 Wednesday, September 14, 2011
  • 17. Example 1 Solve. f c. 18t > 63 d. − ≤ 13 18 18 7 ⎧ 7⎫ ⎨t |t > ⎬ ⎩ 2⎭ Wednesday, September 14, 2011
  • 18. Example 1 Solve. f c. 18t > 63 d. − ≤ 13 18 18 7 ⎛ f⎞ ⎧ 7⎫ −7 ⎜ − ⎟ ≤ 13(−7) ⎨t |t > ⎬ ⎝ 7⎠ ⎩ 2⎭ Wednesday, September 14, 2011
  • 19. Example 1 Solve. f c. 18t > 63 d. − ≤ 13 18 18 7 ⎛ f⎞ ⎧ 7⎫ −7 ⎜ − ⎟ ≤ 13(−7) ⎨t |t > ⎬ ⎝ 7⎠ ⎩ 2⎭ {f | f ≥ −91} Wednesday, September 14, 2011
  • 20. Example 1 Solve. 3 e. k + 9 ≠ 45 f. 3g − 24 ≥ 9g + 12 4 Wednesday, September 14, 2011
  • 21. Example 1 Solve. 3 e. k + 9 ≠ 45 f. 3g − 24 ≥ 9g + 12 4 −9 −9 Wednesday, September 14, 2011
  • 22. Example 1 Solve. 3 e. k + 9 ≠ 45 f. 3g − 24 ≥ 9g + 12 4 −9 −9 3 k ≠ 36 4 Wednesday, September 14, 2011
  • 23. Example 1 Solve. 3 e. k + 9 ≠ 45 f. 3g − 24 ≥ 9g + 12 4 −9 −9 4 3 4 i k ≠ 36 i 3 4 3 Wednesday, September 14, 2011
  • 24. Example 1 Solve. 3 e. k + 9 ≠ 45 f. 3g − 24 ≥ 9g + 12 4 −9 −9 4 3 4 i k ≠ 36 i 3 4 3 {k | k ≠ 48} Wednesday, September 14, 2011
  • 25. Example 1 Solve. 3 e. k + 9 ≠ 45 f. 3g − 24 ≥ 9g + 12 4 −9 −9 −3g −12 −3g −12 4 3 4 i k ≠ 36 i 3 4 3 {k | k ≠ 48} Wednesday, September 14, 2011
  • 26. Example 1 Solve. 3 e. k + 9 ≠ 45 f. 3g − 24 ≥ 9g + 12 4 −9 −9 −3g −12 −3g −12 4 3 4 −36 ≥ 6g i k ≠ 36 i 3 4 3 {k | k ≠ 48} Wednesday, September 14, 2011
  • 27. Example 1 Solve. 3 e. k + 9 ≠ 45 f. 3g − 24 ≥ 9g + 12 4 −9 −9 −3g −12 −3g −12 4 3 4 −36 ≥ 6g i k ≠ 36 i 3 4 3 6 6 {k | k ≠ 48} Wednesday, September 14, 2011
  • 28. Example 1 Solve. 3 e. k + 9 ≠ 45 f. 3g − 24 ≥ 9g + 12 4 −9 −9 −3g −12 −3g −12 4 3 4 −36 ≥ 6g i k ≠ 36 i 3 4 3 6 6 {k | k ≠ 48} {g | g ≤ −6} Wednesday, September 14, 2011
  • 30. Problem Set p. P14 #1-23 odd “Opportunity is missed by most people because it is dressed in overalls and looks like work.” - Thomas A. Edison Wednesday, September 14, 2011