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From the results of Exploration Activity 2, it is found that
               (i)  the angle on a straight line is 180°. Thus, the sum of angles on a straight line is 180°.
               (ii)  a reflex angle is an angle with a size more than 180° and less than 360°.
               (iii) the angle of one whole turn is 360°. Thus, the sum of angles at a point is 360°.

                   Self Practice       8.1c

               1.  For each of the following angles, state whether the angle is an angle on a straight
                   line, a reflex angle or an angle of one whole turn.
                   (a)                         (b)                         (c)






               2.  Copy each of the following diagrams. Identify and mark (i) the angle on a straight
                   line,  (ii) the  reflex  angle  and (iii)  the  angle  of one whole  turn. Explain  how you
                   obtained your answers.
                   (a)        135°                           (b)
                                 45°                                      78°
                           88°                                    72°
                                                                         78°
                                                                     30°


                     What  are the properties of complementary                     LEARNING
                                                                                         STANDARDS
       CHAPTER
       8            angles, supplementary angles and conjugate                 Describe the properties
                    angles?                                                    of complementary angles,
                                                                               supplementary angles
                                                  3      Classroom             and conjugate angles.
                                                          Flip

               Aim:  To describe the properties of complementary angles, supplementary angles
                      and conjugate angles.
               Instruction:  •  Explore by yourself before the lesson begins and discuss in groups
                               of four during the lesson.
                            •  Open the folder downloaded from page vii.

               1.  Open the file Complementary angles.ggb using GeoGebra.
















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