Page 53 - Revised Maths Wisdom Class - 6
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Prime Time                                                                                                51








                                                   COGNITIVE

                                                         MAP







                                                     Prime Time






                                                          Numbers



            Even              Odd                   Prime                 Co-Prime                 Composite
           Divisible     Not Divisible          having exactly        having only one as           having more
             by 2             by 2            two factors       1    their common factor         than two factors
                                                  and itself               i.e.  (3, 7)





                               Divisibility Test                                       Twin Prime
           DIVISOR     RULES                                                      Pair of prime members
               2       If unit place digits are 0, 2, 4, 6, 8                     differ by 2

               3       Sum of digits is divisible by 3                            i.e. (3, 5) (5, 7)
               4       Last two digits of number is divisible by 4
               5       If ones place is either 0 or 5
               6       If number is divisible by 2 and 3 both
               8       Last three digits of number is divisible by 8            For any two numbers a and b
               9       Sum of digits is divisible by 9                          HCF × LCM = a × b
             10        If unit place of number is 0

             11        Difference  of  sum  of  digits  at  even  places
                       and odd places is either 0 or multiple of 11


                                                                                          Multiples
                                  Factors                                      ›  A  multiple  is  always  greater

                 ›  A factor is always smaller than or equal                      than or equal to its number.
                    to its number.                                             ›  Every number is a multiple of

                 ›  A  factor  of  a  number  is  an  exactly                     itself.
                    divisor of that number.                                    ›  Multiples  of  any  number  can

                 ›  1 is the factor of every number.                              be infinite.
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