B. Solving Rational Equations Algebraically
Completion requirements
B. Solving Rational Equations Algebraically
One of the key steps to solving rational equations involves multiplying every term of the equation by the lowest common denominator. Multiplying each term by the LCD results in an equation without fractions. Recall that in solving any equation algebraically, the goal is to isolate and solve for the unknown variable.
The process of multiplying each term by the LCD is often referred to as clearing the denominator.