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Published byEthelbert Jordan Modified over 6 years ago
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Bell Work: 11/6/14 Simplify the following numeric fractions. 42 56
7 12 Β· 4 7 14 24 Γ· 7 3 2. Simplify the rational expression. a x 5 4 x 3
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Vocabulary Rational expression= Factor= Term= Ex. 3π₯(π₯β2) 9( π₯ 2 β4)
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Simplify the following rational expressions
x(x+2)(3xβ1) 7(x+2)(3xβ1) π₯ 4 π¦ 2 5 π₯ 3 π¦ 7
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Undefined Values Zero cannot be in the denominator
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Multiplying Rational Expressions
Factor the expressions all of the numerators and denominators. Divide out any common factors of the numerators and the denominators. Multiply the numerators across, multiple the denominators across. Remember to write down any undefined values. Ex.) π₯ 3 +2 π₯ 2 π₯+1 Β· π₯ 2 β1 π₯
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Multiply the Rational Expression
π₯ 2 +4π₯+3 25 π₯ 3 Β· 5π₯ 2π₯+6
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Dividing Rational Expressions
Multiply by the reciprocal π₯+2 π₯β4 Γ· 1 3π₯β12
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Simplify, Multiply, and Divide Rational Expressions Worksheet
In pairs designate a Player A and a Player B Each player fills out their column Put answers in center columns, if the answers donβt match check each otherβs work!
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Solving Rational expressions for x
2 x 2 +7xβ15 2xβ3 =10 x 2 β25 xβ5 =1
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Summary Table Numerical Fractions Rational Expressions Simplifying
Multiplying Dividing
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