# Give a proper fraction :           (a) whose numerator is  and denominator is                                                                                                                                          (b) whose denominator is and numerator is                        (c) whose numerator and denominator add up to . How many fractions of this kind can you make?           (d) whose denominator is more than the numerator.                (Give any five. How many more can you make?)

A proper fraction whose:

(a) numerator is  and denominator is  =

(b) denominator is and numerator is   =

(c) numerator and denominator add up to

Pairs of numbers having sum 10 =

Therefore, the proper fractions are

(d) denominator is more than the numerator. =

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