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E:\Working\Focus_Learning\Math_Genius_4_(25-10-2023)\Open_Files\Chap-05
              \\December 6, 2023 12:53 PM   Surender Prajapati   Proof 5   Reader _________________________   Date: ___________________74



                                   Learning by Doing




              Objective: To reinforce the concept of multiples through a board game.

              Materials required:  Game board,  a die and  counters of different
                                        colours.
              preparation  of the  game board: The teacher  tell  the  students  to take a  sheet  of
              square grid paper and write any number from 1 to 100

              in the small squares, numbers can repeat.
              procedure:

                     Š  The game can be played in pairs or groups of four.
                     Š  Each  player will  choose a specific  colour for her/his
                      counter.

                     Š  A player  rolls  the  die  and  according  to the  number
                      came on the die,  chooses to  opt to  place her/his             12    45   26    28    31   33
                      counter on any one  multiple  (on the board) of  that            5    24   15    42    25   35
                      number.                                                         40    50   36     4    8    14

                     Š  After 10-15 rounds,  the  player who has  the most
                      counters on the board is the winner.                            18    20   22    48    6     9
                                                                                      21    30   17    22    60   11
                                                                                       7    67   79    16    10   42








                      Mental Maths

                 tick () the correct option.

                 1.  Every number is a multiple of

                     (a)  1                  (b)  0                 (c)  2                  (d)  3

                 2.  Every number other than 1 has at least __________ factors.


                     (a)  1                  (b)  3                 (c)  2                  (d)  none

                 3.   The number 2 less than the smallest 2-digit number is the multiple of which of the
                     following?

                     (a)  3                  (b)  7                 (c)  2                  (d)  6

                 4.   How many odd factors the number 30 have?

                     (a)  4                  (b)  2                 (c)  5                  (d)  3



              Mathematics-4                                                                                         105
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