A fraction is such that if the numerator is multiplied by 3 and the denominator is reduced by 3, we get 18/11, but if the numerator is increased by 8 and the denominator is doubled, we get 2/5. Find the fraction.

A fraction such that if the numerator is multiplied by 3 and the denominator is reduced by 3 we get ( 8)/( 11) but if the numerator is increased by 8 and the denominator is doubled we get (2) /( 5) .Find the fraction.

If the numerator of a fraction is multiplied by 2 and its denominator is increased by 1, it becomes 1. However, if the numerator is increased by 4 and denominator is multipled by 2, the fraction becomes (1)/(2) . Find the fraction.

If the numerator of a fraction is increased by 2 and denominator is decreased by 1, it becomes (2)/(3) . If the numerator is increased by 1 and denominator is increased by 2 it becomes (1)/(3) Find the fraction.

If the numerator of a fraction is multiplied by 2 and the denominator is reduced by 5 the fraction becomes 6/5. And, if the denominator is doubled and the numerator is increased by 8, the fraction becomes 2/5. Find the fraction.

If the numerator of a fraction is multiplied by 2 and the denominator is reduced by 5 the fraction becomes 6/5. And,if the denominator is doubled and the numerator is increased by 8, the fraction becomes 2/5. Find the fraction.

From the pair of linear equations in the following problems and find their solutions (if they exist) by elimination method : If the numerator is multiplied by 2 and denominator is reduced by 5, the fraction becomes 6/5 and if the denominator is doubled and the numerator is increased by 8, the fraction becomes 2/5 . Find the fraction

In a fraction, if numerator is increased by 2 and denominator is increased by 2, it becomes (3)/(4) and if numerator is decreased by 3 and denominator is decreased by 6, it becomes (4)/(3) . Find the sum of the numerator and denominator

If the numerator of a certain fraction is increased by 2 and the denominator is increased by 1, then the resulting fraction is equal to 1//2 . If however, the numerator is increased by 1 and denominator is decreased by 2, then the resulting fraction is equal to 3/5 . Find the original fraction.