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Simplifying Rational Exponents and Radicals: Rules and Techniques

This guide focuses on simplifying rational exponents and radicals, emphasizing key rules established in previous lessons. Remember to simplify all roots and to avoid having roots in the denominator of any fraction. Techniques for rationalizing the denominator, including the multiplication by a conjugate, are also discussed. Master these concepts to enhance your understanding of radical notation and exponent rules used in algebraic expressions!

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Simplifying Rational Exponents and Radicals: Rules and Techniques

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Presentation Transcript

  1. How do you simplify rational exponents and radicals? Section P-3

  2. Radicals Radical Notation

  3. Remember: • Use the same rules for exponent that we learned in P2 • Simplify all roots! • No roots in the denominator of a fraction! • Rationalize the denominator • Multiply by a conjugate

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