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Name: Date: Solving Multistep Equations with CrossMultiplicationReview of CrossMultiplication:Ex. 1Ex. 2Ex. 3Steps to Solve Equations with CrossMultiplication 1. Put around any numerator or denominator
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To fill out solving a rational equation in college, follow these steps:
02
Identify the rational equation, which is an equation that contains one or more rational expressions.
03
Check if there are any restrictions on the variable that would make the denominator of any rational expression zero. These restrictions will be the excluded values.
04
Multiply each term of the equation by the common denominators of all the rational expressions to eliminate the denominators.
05
Simplify the resulting equation by combining like terms and solving for the variable.
06
Check the solutions obtained by substituting them back into the original equation to ensure they satisfy the excluded values and make the equation true.
07
Write the final solution set, which may include one or more values of the variable.

Who needs solving a rational equationcollege?

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Anyone studying mathematics or a related field in college may need to solve rational equations. This includes students majoring in mathematics, engineering, physics, economics, computer science, and other disciplines that involve quantitative analysis and problem-solving. Rational equations are commonly encountered in algebra, calculus, and other advanced mathematical courses, as well as in applied fields that require mathematical modeling and analysis.
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Solving a rational equation is the process of finding the values of the variable that make the equation true, where the variable is in the form of a fraction or ratio of two polynomials.
Students or individuals who are studying algebra or math courses that cover rational expressions and equations may be required to solve rational equations.
To fill out a solving a rational equation, one must first identify the equation, find a common denominator, multiply both sides of the equation by the common denominator, solve for the variable, and check the solutions for correctness.
The purpose of solving a rational equation is to find the values of the variable that make the equation true, which helps in solving real-world problems involving ratios and proportions.
The information that must be reported on solving a rational equation includes the equation itself, the steps taken to solve it, the final solution for the variable, and any necessary checks for correctness.
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