Page 103 - Maths Skill - 3
P. 103

Fractions                                                                                              101








                                                 MIND MAP












                Meaning                            Fractions                               Type
           “It is a part of whole”
                     or
            “A part of collection”                                               Proper Fraction

                                                                      When numerator is less than denominator
                        Structure                                     e.g.   4  ,   2  ,   9

                      Numerator (N)                                         5  3   10
          Fraction =                                                            Improper Fraction
                     Denominator (D)
          Numerator        Number of parts counted                    When numerator is greater than denominator
          Denominator        Number of total parts                    e.g.   5  ,   9 15
                                                                                 ,
                                                                            4  7   8
                                                                                   Unit Fraction
                             Identification                           Fraction with numerator ‘1’

                                                         1                  1 1   1
                            Fraction of shaded portion =              e.g.  ,    ,
                                                         2                  5 4   9
                                                           1
                            Fraction of unshaded portion =                        Like Fractions
                                                           2
                                                                      Fractions with same denominator
                                                         2
                            Fraction of shaded portion =              e.g.   1  ,   4  ,   7
                                                         3                  5  5   5
                                                           1
                            Fraction of unshaded portion =  3                    Unlike Fractions
                                                                      Fractions with different denominator

                                                         1
                            Fraction of shaded portion =                    1  4   3
                                                         4            e.g.   3  ,   5  ,   7
                                                           3
                            Fraction of unshaded portion =
                                                           4



                                          Comparison of Like Fractions

           When denominators of given fractions are same then fraction with greater numerator is bigger.
                      3  2   1        3    2    1
                   e.g.  ,   ,      then     >     >
                      4  4   4        4    4    4
   98   99   100   101   102   103   104   105   106   107   108