Page 256 - Math_Genius_V1.0_C6_Flipbook
P. 256

E:\Working\Focus_Learning\Math_Genius-6\Open_Files\13_Chapter_9\Chapter_9
             \ 06-Nov-2024  Bharat Arora   Proof-8             Reader’s Sign _______________________ Date __________








              1.   Identify the numerals that are symmetrical:

                 (a)                      (b)                     (c)                       (d)







              2.  Draw the line of symmetry for the following shapes:
                 (a)                      (b)                     (c)                       (d)









              3.  Identify the picture given with their correct mirror images.

                 (a)                              (b)                              (c)






                           Mirror                            Mirror                        Mirror

            Symmetry


            When an object is divided into two equal parts, and one half is perfectly aligned
            with the other half, then the object is considered to be symmetrical.

            This property is often reffered as line symmetry.
            For example, look at the two halves of the spectacles given alongside.

            Here each half is identical to the other.

            So it is symmetrical. Symmetry exists all around us.
            Look at the pictures shown below.















            Here, each object shows symmetry when divided from the middle. So, all these objects are
            symmetrical.

            Objects that do not possess this property, that is, if we cannot divide an object into two halves, are
            called non-symmetrical or asymmetrical.

            Mathematics-6                                      254
   251   252   253   254   255   256   257   258   259   260   261