Page 2 - MM1
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1  2   3  −1  13
           Example :     ,   ,  2 ,   ,   , 0.05 , 1.2658472, 0. 1, 2, -1, -3,
                       2  −5  4   3  4
                                                         Equivalent rational numbers:

           By multiplying or dividing the numerator and denominator of a rational number by the same integer, we
           can obtain another rational number equivalent to the given rational number.

           Example :





















                     1 2 4
           Therefore ,  ,   are equivalent to each other as they are equal to each other.
                     2 4 8
                                            Positive and Negative Rational Numbers


           Positive Rational Numbers are the numbers whose both the numerator and denominator are either
           positive or negative.

                      3    −12
           Example:       ,       etc.
                      4    −24
           2. Negative Rational Numbers are the numbers whose one of the numerator or denominator is negative.

                     −2   36
           Example:   ,     etc.
                     6    40
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