If we multiply a fraction by its reciprocal and add the product to Its additive inverse then find the original fraction

If we multiply a fraction by itself and divide the product by its reciprocal,the fraction thus obtained is 18(26)/(27) .The original fraction is (8)/(27) (b) 1(1)/(3) (c) 2(2)/(3) (d) None of these

If we multiply a fraction by itself and divide to product by its reciprocal, the fraction thus obtained is 18(26)/(27) . What is the origianl fraction ?

When we add an integer and its additive inverse we get …..

Find the Reciprocal of the fraction : 13/7

Find the Reciprocal of the fraction: 5/8

If a fraction is divided by its reciprocal and then multiplied by itself then the fraction becomes 512/125 . The difference between the actual fraction and its reciprocal fraction is :

Find the Reciprocal of the Fraction : 8/7