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CHAPTER 8: Irrational algebraic functions

CHAPTER 8: Irrational algebraic functions. Section 8-3: Radicals, and Simple Radical Form. objective. Given an expression containing radicals, be able to write it in as simple a form as possible without actually evaluating it. Simple Radical Form.

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CHAPTER 8: Irrational algebraic functions

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  1. CHAPTER 8:Irrational algebraic functions Section 8-3: Radicals, and Simple Radical Form

  2. objective • Given an expression containing radicals, be able to write it in as simple a form as possible without actually evaluating it.

  3. Simple Radical Form • An expression is in simple radical form if: • The radicand of an nthroot contains no nthpowers as factors. • The root index is as low as possible. • There are no radicals in the denominator

  4. Simplify:

  5. Simplify:

  6. Simplify:

  7. Simplify:

  8. Homework: Page 420: #1-37 odd

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