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NAME DATE PERIOD 124 Dividing Rational Expressions (Pages 660664) To divide algebraic rational expressions, multiply by the reciprocal of the divisor (the second fraction). Example x2 4 x2 Find. X2
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Dividing rational expressions is the process of dividing one rational expression by another.
Anyone dealing with fractions and algebraic expressions may need to file dividing rational expressions.
To fill out dividing rational expressions, simplify the expressions, perform the division, and simplify the result.
The purpose of dividing rational expressions is to simplify complex expressions and solve algebraic equations.
The initial rational expressions, the division process, and the simplified result must be reported on dividing rational expressions.
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