'Simplifying radicals' presentation slideshows

Lesson 10-1: The Pythagorean Theorem

Lesson 10-1: The Pythagorean Theorem. Simplifying Radicals . Lesson 10-2. Essential Understanding . A radical is any number with a square root. You can simplify a radical expressions using multiplication and division. MULIPLICATION PROPERTY OF SQUARE ROOTS: ?32 = ?16 ? ?2 = 4?2.

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Radicals

Radicals. Table of contents. Slide 3: What are Radicals? Slides 4-8: Simplifying Radicals Slides 9-11: Multiplying Radicals Slides 12-15: Dividing Radicals Slides 16-19: Adding Radicals Slides 20-23: Subtracting Radicals Slides 24-29: Solving Radicals Slide 30: Sources Slide 31: THE END.

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9.3 Simplifying Radicals

9.3 Simplifying Radicals. Square Roots. Opposite of squaring a number is taking the square root of a number. A number b is a square root of a number a if b 2 = a. In order to find a square root of a , you need a # that, when squared, equals a.

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Warm-up. Wed. Jan 26

Warm-up. Wed. Jan 26. Simplify Completely. No zero or negative exponents 1. 2. Review. Recall: To solve a quadratic equation like the following, use a square root method:. Goal for this lesson: Radical equation such as:. Review: Laws of Exponents.

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Warm-up. Wed. Jan 26

Warm-up. Wed. Jan 26. Simplify Completely. No zero or negative exponents 1. 2. Review. Recall: To solve a quadratic equation like the following, use a square root method:. Goal for this lesson: Radical equation such as:. Review: Laws of Exponents.

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Creating like-Bases

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How radical is this?

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Warm UP!

Warm UP!. Notes- Simplifying Radicals . Radical Sign (square root sign). 16. Radicand. Example. Which number is the radicand?. 130 is the Radicand. Square Root. What is a square root?. The number that it takes to make a perfect square. When you have a pair, bring the number out.

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Simplifying Radicals

Simplifying Radicals. Radical Flashback. Simplifying Radicals: Find the greatest perfect square that goes into the radicand. Take the square root of the perfect square and keep the rest under the radical. Check Your Answers. Simplifying Square Roots with Variables.

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3-8 Finding & Estimating Square Roots 11-1 Simplifying Radicals

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Math 71B

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Lesson 2.1, page 266 Complex Numbers

Lesson 2.1, page 266 Complex Numbers. Objective: To add, subtract, multiply, or divide complex numbers. VOCABULARY & Properties. Imaginary unit -- the number i Note: This is used to take the square root of negative numbers. Complex Numbers -- numbers of the form

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Simplifying nth Roots

Simplifying nth Roots. There is a very important form for simplifying radicals. When the index and the exponent are the same value, the result is base b. There is an exception in using this rule, and it will be discussed later. Example 1. Example 2. Example 3.

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Aim: How do we solve radical equations?

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9-4 Simplifying Radicals

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Geometric Mean and Simplifying Radicals

Geometric Mean and Simplifying Radicals. Section 6.1. Simplifying Radicals. Simplify the following radicals. Simplifying Radicals. Simplify the following radicals. Simplifying Radicals. Simplify the following radicals. Try on your own. Simplify the following radicals. Geometric Mean.

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Geometry 8-0 Simplify Radicals

Geometry 8-0 Simplify Radicals. Radical : a number with a square root symbol. Radical sign. Coefficient - # outside the square root. Radicand - # under the square root. Adding and Subtracting. In order to add and subtract radicals, the radicand must be the same .

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