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Ch4.6_TriangleInequalities.notebook      October 31, 2011




                     Chapter 4.6
                     Triangle Inequalities
Ch4.6_TriangleInequalities.notebook                                October 31, 2011


                                      Postulate
                              The shortest distance between 
                              2 points is a straight line

                         A                                     B


                                                    C

                             Is it longer to go from A to B,
                             or from A to C then C to B?


                             Triangle Inequality Theorem
                         The sum of the lengths of any 2 sides
                         of a triangle MUST BE GREATER than
                         the length of the 3rd side.
                                 C
                                               AC + CB > AB
                                               CB + AB > AC
                                               AB + AC > CB

                     A                         B


                      If the sum of 2 sides is less than
                      the 3rd side, a triangle can NOT
                      be drawn.
                      Example: Can a triangle have side
                                     lengths 2, 3, 8?



                                      3 + 2 ≯ 8

                                           3
                                                        2
                                               8
Ch4.6_TriangleInequalities.notebook                              October 31, 2011


                Can a triangle have these side lengths?


                     2, 2, 3


                     3, 4, 5

                     2, 7, 4

                 1.5, 2.5, 4

                      Give the range of X
                          X               ____ < X
                                         (18 ­ 10)
                10
                              18             X < _____
                                                     (18 + 10)


                                   8 < X < 28



                              X
               7.5                      _____ < X < _____

                                  5
Ch4.6_TriangleInequalities.notebook                        October 31, 2011




        Recap:
                   If 2 angles are , then the
                   sides across from them are


               Unequal Sides/Angles Thm.
               Biggest side is across from biggest angle

               Smallest angle is across from smallest side

           C                              List the angles from
                                          smallest to biggest
                              4
               3

                   A                  B
                              2
Ch4.6_TriangleInequalities.notebook   October 31, 2011




                       Page 174: 
                       #9­21, 25­30

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Ch4.6 Triangle Inequalities

  • 1. Ch4.6_TriangleInequalities.notebook October 31, 2011 Chapter 4.6 Triangle Inequalities
  • 2. Ch4.6_TriangleInequalities.notebook October 31, 2011 Postulate The shortest distance between  2 points is a straight line A B C Is it longer to go from A to B, or from A to C then C to B? Triangle Inequality Theorem The sum of the lengths of any 2 sides of a triangle MUST BE GREATER than the length of the 3rd side. C AC + CB > AB CB + AB > AC AB + AC > CB A B If the sum of 2 sides is less than the 3rd side, a triangle can NOT be drawn. Example: Can a triangle have side lengths 2, 3, 8? 3 + 2 ≯ 8 3 2 8
  • 3. Ch4.6_TriangleInequalities.notebook October 31, 2011 Can a triangle have these side lengths? 2, 2, 3 3, 4, 5 2, 7, 4 1.5, 2.5, 4 Give the range of X X ____ < X (18 ­ 10) 10 18 X < _____ (18 + 10) 8 < X < 28 X 7.5 _____ < X < _____ 5
  • 4. Ch4.6_TriangleInequalities.notebook October 31, 2011 Recap: If 2 angles are , then the sides across from them are Unequal Sides/Angles Thm. Biggest side is across from biggest angle Smallest angle is across from smallest side C List the angles from smallest to biggest 4 3 A B 2
  • 5. Ch4.6_TriangleInequalities.notebook October 31, 2011 Page 174:  #9­21, 25­30