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Simplify with no negative exponents: 1. x -5 2. (8x -2 y -3 )/(4x 3 y -4 ) Write in radical form: 3. a 3/2.

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Presentation on theme: "Simplify with no negative exponents: 1. x -5 2. (8x -2 y -3 )/(4x 3 y -4 ) Write in radical form: 3. a 3/2."— Presentation transcript:

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2 Simplify with no negative exponents: 1. x -5 2. (8x -2 y -3 )/(4x 3 y -4 ) Write in radical form: 3. a 3/2

3  Be able to determine the domain of an algebraic expression  Be able to simplify rational expressions  Be able to add, subtract, multiply and divide rational expressions  HW: Lesson 4

4 Factoring:  Is there a GCF?  How many terms?  Two terms: Diff of sq; Diff of cubes; Sum of cubes  Three terms: PST; two parentheses

5  Rational expression- fraction with polynomials in numerator and denominator  Domain- When will the denominator equal 0? When will the denominator have a negative radicand? When will the numerator be undefined? (negative radicand)

6 1. FACTOR the numerator and denominator 2. Cancel out common factors between the numerator and denominator Ex.

7 1. 2/3 * 9/4 = 2. 1/5 3/10 = 3. 3/8 + 5/6 = 4. 3/8 – 5/6 =

8 1. FACTOR numerator and denominator 2. Multiply  cancel out common factors, then mult numerators and denominators 3. Divide  cancel out common factors, then mult numerators and denominators 4. Add & Subtract  get a common denominator; then add/sub numerators


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