A27 2 simplifyrads
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This document discusses simplifying radicals using properties of exponents. It explains that to simplify radicals, one should apply properties of exponents, remove any perfect nth powers, and rationalize any denominators. It also notes that for two radicals to be like radicals, they must have the same base and the same root or exponent, similar to like terms in algebra.
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A27 2 simplifyrads
- 1. Properties of Rational Exponents Algebra 2 7.2 p. 409
- 2. Simplifying Radicals Apply properties of exponents
- 3. Simplifying Radicals Apply properties of exponents Remove any perfect n th powers
- 4. Simplifying Radicals Apply properties of exponents Remove any perfect n th powers Rationalize any denominators.
- 5. Simplifying Radicals Two radicals are like radicals if and only if they have the same:
- 6. Simplifying Radicals Two radicals are like radicals if and only if they have the same: Base
- 7. Simplifying Radicals Two radicals are like radicals if and only if they have the same: Base Root (or exponent ) … same as “like terms”