GOAL: USE PROPERTIES OF RADICALS AND RATIONAL EXPONENTS Section 7-2: Properties of Rational...
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GOAL: USE PROPERTIES OF RADICALS AND RATIONAL EXPONENTS Section 7-2: Properties of Rational Exponents
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Transcript of GOAL: USE PROPERTIES OF RADICALS AND RATIONAL EXPONENTS Section 7-2: Properties of Rational...
![Page 1: GOAL: USE PROPERTIES OF RADICALS AND RATIONAL EXPONENTS Section 7-2: Properties of Rational Exponents.](https://reader035.fdocuments.us/reader035/viewer/2022081512/5697bfbe1a28abf838ca2aec/html5/thumbnails/1.jpg)
GOAL: USE PROPERTIES OF RADICALS AND RATIONAL EXPONENTS
Section 7-2: Properties of Rational Exponents
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Example 1: Use Properties of Radicals
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Simplifying Radicals
A radical with index n is in simplest form if :
there are no perfect nth powers in the radicand.
there are no radicals in the denominators.
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Example 2: Write Radicals in Simplest Form
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Example 3: Use Properties of Rational Exponents
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Like Radicals
![Page 9: GOAL: USE PROPERTIES OF RADICALS AND RATIONAL EXPONENTS Section 7-2: Properties of Rational Exponents.](https://reader035.fdocuments.us/reader035/viewer/2022081512/5697bfbe1a28abf838ca2aec/html5/thumbnails/9.jpg)
Example 4: Add or Subtract Like Radicals
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Checkpoint:
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Example 5: Simplify Expressions with Variables
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Example 5: continued
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Example 6: Add and Subtract Expressions with Variables
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Checkpoint:
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Checkpoint: Continued
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Homework: