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Mathematical Practices

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Presentation on theme: "Mathematical Practices"— Presentation transcript:

1 Mathematical Practices
Content Standards A.SSE.2 Use the structure of an expression to identify ways to rewrite it. Mathematical Practices 1 Make sense of problems and persevere in solving them. CCSS

2 rationalizing the denominator like radical expressions conjugate
Vocabulary

3 Concept

4 Factor into squares where possible.
Simplify Expressions with the Product Property Factor into squares where possible. Product Property of Radicals Simplify. Answer: Example 1

5 Product Property of Radicals
Simplify Expressions with the Product Property Factor into cubes. Product Property of Radicals Simplify. Answer: Example 1

6 A. Simplify A. B. C. D. Example 1

7 Concept

8 A. Quotient Property Factor into squares. Product Property
Simplify Expressions with the Quotient Property A. Quotient Property Factor into squares. Product Property Example 2

9 Rationalize the denominator.
Simplify Expressions with the Quotient Property Rationalize the denominator. Answer: Example 2

10 Rationalize the denominator.
Simplify Expressions with the Quotient Property Quotient Property Rationalize the denominator. Product Property Example 2

11 Multiply. Answer: Simplify Expressions with the Quotient Property
Example 2

12 Concept

13 Product Property of Radicals
Multiply Radicals Product Property of Radicals Factor into cubes where possible. Product Property of Radicals = 5 ● 10 ● a or 50a Multiply. Answer: 5 ● 10 ● a or 50a Example 3

14 Answer: Factor using squares. Product Property Multiply.
Add and Subtract Radicals Factor using squares. Product Property Multiply. Combine like radicals. Answer: Example 4

15 Simplify . F O I L Product Property Answer: Multiply Radicals
Example 5

16 Use a Conjugate to Rationalize a Denominator
GEOMETRY In a square with side a, the ratio of a side to the difference between the diagonal and a side is Use a conjugate to rationalize the denominator and simplify . Example 6

17 Multiply. Simplify. Factor out the GCF.
Use a Conjugate to Rationalize a Denominator Multiply. Simplify. Factor out the GCF. Example 6

18 Use a Conjugate to Rationalize a Denominator
Simplify. Example 6


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