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Rational Exponents a.k.a. Fractional Exponents
Algebra Unit 6 Part 2 Standard:
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WARM-UP: DISCUSS WITH YOUR PARTNER
Simplify. 1. 2. 3. 4. 5. 8
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modeling
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RECALL: nth ROOT RULE m is the power (exponent) n is the root
a is the base
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steps Step 1 – change radical to exponential form
Step 2 – Use exponent rules to simplify People Never Regret My Delicious Soup Parenthesis, Negative Exponents, Rewrite, Multiply, Divide, Simplify We won’t need the Rewrite step Step 3 – Change to a radical & simplify if possible Only need step 3 if exponent is a fraction
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Example 1 Product rule Step 1 – change radical to exponential form
Step 2 – Use exponent rules to simplify PEMDAS Step 3 – Change to a radical & simplify if possible Only need step 3 if exponent is a fraction Product rule
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Example 2 Power Rule Step 1 – change radical to exponential form
Step 2 – Use exponent rules to simplify PEMDAS Step 3 – Change to a radical & simplify if possible Power Rule
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Example 3 Quotient rule Step 1 – change radical to exponential form
Step 2 – Use exponent rules to simplify PEMDAS Step 3 – Change to a radical & simplify if possible Quotient rule
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Structured practice
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Structured practice 1 Step 1 – change radical to exponential form
Step 2 – Use exponent rules to simplify PEMDAS Step 3 – Change to a radical & simplify if possible
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Structured practice 2 Product To power rule
Step 1 – change radical to exponential form Step 2 – Use exponent rules to simplify PEMDAS Step 3 – Change to a radical & simplify if possible Product To power rule
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Guided practice Do problems on your own Label the steps
Then compare answers with your partner
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guided practice 1 Step 1 – change radical to exponential form
Step 2 – Use exponent rules to simplify PEMDAS Step 3 – Change to a radical & simplify if possible
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guided practice 2 Step 1 – change radical to exponential form
Step 2 – Use exponent rules to simplify PEMDAS Step 3 – Change to a radical & simplify if possible
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independent practice Complete the classwork and turn it in before you leave
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