'Divide rational expressions' diaporamas de présentation

Bell Ringer

Bell Ringer. Please complete the Prerequisite Skills on Page 548 #4-12. Chapter 8: Rational Functions. Big ideas: Performing operations with rational expressions Solving rational equations. Lesson 1: Model Inverse & Joint Variation. Essential question.

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Concept 5

Concept 5. Rational expressions. Rational Expressions. 2. Rational Expression - the ratio of _____ polynomials. (Like a _____________ with a polynomial in the ________________ and the ______________________. Examples : Non-Examples : Characteristics : 1 . 2.

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Simplify, Multiply and Divide Rational Expressions

Simplify, Multiply and Divide Rational Expressions. Section 8-2. Simplify. Example 1. Simplify. Example 2. 2. 1. Example 3. Simplify. ( x + 3) ( x + 3). ( x + 3) ( x - 3). Example 4. Simplify. Rules of Multiplying Expressions.

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Warm Up Simplify each expression. Assume all variables are nonzero.

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Quote of the Day

Quote of the Day. Great spirits have always found violent opposition from mediocrities. The latter cannot understand it when a man does not thoughtlessly submit to hereditary prejudices but honestly and courageously uses his intelligence. -Albert Einstein.

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12-3/12-4 Multiplying/Dividing Rational Expressions

12-3/12-4 Multiplying/Dividing Rational Expressions. SWBAT: Multiply/Divide Rational Expressions Use Dimensional Analysis with Multiplication. Multiplying Rational Expressions. To multiply Rational Expressions simply think back to Multiplying Fractions.

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11.2 Multiply & Divide Rational Expressions

11.2 Multiply & Divide Rational Expressions. To multiply And divide rational expressions and to simplify complex fractions. 11.2 Multiply & Divide Rational Expressions. Multiply & divide polynomial expressions exactly like fractions. 11.2 Multiply & Divide Rational Expressions.

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10.3 Dividing Rational Expressions

10.3 Dividing Rational Expressions. Goal: To divide rational expressions. Dividing Rational Expressions. To divide rational fractions flip the second fraction and apply the multiplication of rational expressions steps. Steps for dividing rational expressions. Flip the second fraction

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Elementary Algebra

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8.3 Dividing Rational Expressions

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