In this lesson, we learn how to solve rational equations with more examples. The first step is to identify what values of x cannot be solutions by looking for denominators that cannot equal zero. Then we can either multiply both sides by the least common denominator or make all the denominators the same and have the numerators equal. We then simplify both sides and factor any quadratic terms. It's important to check the solutions for any values of x that cannot be solutions, and we do this by plugging them back into the original equation.
Part 4 of Solving Rational Equations; more examples.
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