Simplifying Square Roots_before simplest radical form.notebook M.I. Simplifying Square Roots Do Now: If the side of a square is determine its: a) Perimeter b) Area February 15, 2017 Simplifying Square Roots_before simplest radical form.notebook February 15, 2017 Summary: To find the area of a square How do we determine the length of one of its sides if we already know it's area? Model Example: Given: Area = What is the length of its side? Reason: Summary: To find the length of the side of a square... Simplifying Square Roots_before simplest radical form.notebook February 15, 2017 " " Table of first 15 Pefect Square Roots Today we will learn how to simplify ANY number under a radical, even if it is not a perfect square.. Simplifying Square Roots_before simplest radical form.notebook February 15, 2017 Ex 1: If the area of a square is what is the side of the square? * Is a perfect square root? Explain. * is an _________ number that falls between which 2 numbers? RULE: Explanation: Simplifying Square Roots_before simplest radical form.notebook February 15, 2017 To Simplify a Radical Expression 1 Find 2 (Look for the ________ perect square) 2 Simplify the perfect square radicand 3 _______ that number to the "leftover" (nonreducible) radical. 4 Check: Does Simplifying Square Roots_before simplest radical form.notebook February 15, 2017 Directions: Express in simplest radical form. Ex 2a: Ex 2b: Ex 3a: Ex 3b: Simplifying Square Roots_before simplest radical form.notebook February 15, 2017 What if there are multiple pairs of factors? Ex 4: Which 2 numbers multiply to 32? Ex 5: Simplifying Square Roots_before simplest radical form.notebook Review: Determine the missing measures. 1. ? 3 4 2. 13 5 ? 3. 10 ? 8 4. ? 3 5 5. ? 2 8 February 15, 2017 Simplifying Square Roots_before simplest radical form.notebook February 15, 2017 How can we simplify a variable expression under a radical?... How can we express differently? = = so then = Simplifying Square Roots_before simplest radical form.notebook Using your calculator, evaluate: When dealing with fractions... RULE: Explanation: Ex 1: Ex 2: February 15, 2017
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