Solving Fractional Equations:

A fractional equation is an equation holding a fraction.  The fraction can be either a common fraction or a decimal fraction.  The unknowns can inhabit any position in the equation.  They might or might not be element of the fraction.  If they are element of the fraction, they could be either in the numerator or the denominator.  The subsequent are three examples of fractional equations:

5x -(1/2) =8   (2x+6)/3x =9-y  0.67x +1.25y = 9

Fractional equations are solved using the similar axioms & approach used for other algebraic equations.  Therefore, the initial step is to remove the equation from fractional form.  This is completed through determining the lowest common denominator (LCD) for all of the fractions in the equation and then multiplying both sides of the equation through this common denominator.  This will clear the equation of fractions.