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To simplify radicals: look for a square factor or a pair of factors.

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Presentation on theme: "To simplify radicals: look for a square factor or a pair of factors."— Presentation transcript:

1 To simplify radicals: look for a square factor or a pair of factors

2 = Square Root of a product You can break a square root into two square roots over a multiplication sign.

3 When you find a square number under the Radical you take the square root of it.

4 = A pair of numbers under the Radical The square and square root undo each other and the number “pops” out

5 = = = = LEAVE IN RADICAL FORM You have to make sure that your final answer is simplified all the way =

6 = = = = LEAVE IN RADICAL FORM Your turn =

7 ∙ To multiply radicals: simplify each radicand then multiply.

8 Simplify then Multiply

9 Your Turn

10 Home work Pg. 526 # 4 to 40 even


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