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E:\Working\Orange_Education\TouchPad_Maths_4\Open_Files\Chap_08\Chap_08
                 \ 10-Nov-2025  Bharat Arora   Proof-8                                    Reader’s Sign _______________________ Date __________





                   4.  Fill in the blanks by observing the pattern:
                       a.  37 × 3 × 1 = 111                                b.  5 × 5 = 25

                           37 × 3 × 2 = 222                                    55 × 5 = 275


                           37 × 3 × 3 = _____                                   ____ × 5 = 2775

                           37 × 3 × 4 = 444                                    5555 × ____ = 27775

                           37 × 3 × ____ = 555                                 55555 × 5 = _______














                     A figure is said to be symmetrical if it can be folded along an imaginary line to form
                      two halves that fit exactly over each other. This imaginary line is called the line of
                      symmetry.
                     Symmetry focuses on line symmetry (or mirror symmetry), where a shape can be
                      folded along a line so that both halves match exactly. The line of the fold is called
                      the line of symmetry.
                     A reflection is like a mirror image. The figure does not change on reflection. The only
                      change is in the orientation.
                     A pattern is a sequence or arrangement of shapes, figures, or numbers in a certain
                      order.
                     Tessellation or tiling is a pattern of geometric shapes that fit together perfectly or fill
                      a 2D space without any gaps or overlaps.












                           Learning LOGS



                    1.  tick ( ) the letters that are symmetrical. Draw the lines of symmetry.
                            E G K M T U V
                        a.            b.           c.            d.            e.            f.            g.










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                                                                                     Symmetry and Patterns
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