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Name ___ Date ___Chapter7Cumulative Redissolve the equation and check your answer. 1. 3(4 w 5) 1 (4w + 10) 22. 4 x + 9 7 x 12Solve the inequality. Graph the solution, if possible. 3.4 × 8 44Graph
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How to fill out to simplify algebraic fractions

01
Identify the terms in the algebraic fraction.
02
Find the greatest common factor of each term in the numerator and denominator.
03
Divide each term by the greatest common factor found in step 2.
04
Simplify the resulting fraction by combining like terms if necessary.

Who needs to simplify algebraic fractions?

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Students in middle school, high school, and college who are studying algebra.
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Anyone working with algebraic equations and expressions in their profession or daily life.
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Simplifying algebraic fractions involves reducing the fraction to its simplest form by canceling out common factors in the numerator and denominator.
Anyone working with algebraic fractions may need to simplify them as part of solving equations or simplifying expressions.
To simplify algebraic fractions, factor both the numerator and denominator, then cancel out any common factors.
The purpose of simplifying algebraic fractions is to make the expressions easier to work with and to find simpler forms of the fractions.
The factors of the numerator and denominator must be identified, and any common factors must be cancelled out.
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