IMathAS-libretexts

Solving Rational Equations
Values of $\displaystyle {x}$ that make the common denominator zero cannot be used as solutions. There can only be one solution to a Rational Equation The results of finding a common denominator is always a Linear Function The Algebraic method for solving Rational Equations involves finding a common denominator One way to solve a rational equation is by using the Intersect Feature on the Graphing Calculator

Solving Rational Equations

When solving Rational Equations, which of the following statements are true? Check all that apply.

Values of $\displaystyle {x}$ that make the common denominator zero cannot be used as solutions.
There can only be one solution to a Rational Equation
The results of finding a common denominator is always a Linear Function
The Algebraic method for solving Rational Equations involves finding a common denominator
One way to solve a rational equation is by using the Intersect Feature on the Graphing Calculator