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Simplify & Multiply Radical Expressions

Simplify & Multiply Radical Expressions. Lesson 3.4 Page 142. Simplest Form. A radical expression is in simplest form when the following three conditions have been met . No radicands have perfect square factors other than one. 2) No radicands contain fractions .

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Simplify & Multiply Radical Expressions

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  1. Simplify & Multiply Radical Expressions Lesson 3.4 Page 142

  2. Simplest Form A radical expression is in simplest form when the following three conditions have been met. • No radicands have perfect square factors other than one. 2) No radicands contain fractions. • No radicals appear in the denominator of the fraction.

  3. Product Property of Radicals The Product Property of Radicals states that the square root of a product equals the product of the square roots of the factors.

  4. Simplify. Example 1:

  5. Example 2:

  6. Example 3:

  7. Example 4:

  8. Example 5:

  9. Example 6:

  10. Example 7:

  11. Example 8:

  12. Homework Assignment: Page 144 # 1 – 9 all and # 19 – 24 all

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