'Synthetic substitution' presentation slideshows

Properties of Exponents

Properties of Exponents. Product of Powers Power of a Power Power of a Product Negative Exponents Zero Exponent Quotient of Powers Power of a quotient . Examples. Polynomial Functions -exponents are whole numbers -coefficients are real numbers.

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Warm Up

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Lesson 5.2 , For use with pages 337-344

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Splash Screen

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Dividing Polynomials

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Warm Up Factor completely.

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7.4 The Remainder and Factor Theorems

7.4 The Remainder and Factor Theorems. Use Synthetic Substitution to find Remainders. A review of Synthetic Substitution. Synthetic Division a method of dividing polynomials using the coefficients of the divided polynomial and its divisor. Synthetic Division definition.

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Bell Work Week #16

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2-3 The Remainder and Factor Theorems

2-3 The Remainder and Factor Theorems. Chapter 2 Power, Polynomial, and Rational Functions. Warm-up. Describe end behavior using limits. Determine the zeros and state the multiplicity of any repeated zeros Find a few additional points, and .

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6.2 Evaluating and Graphing Polynomial Functions Turn to page 329 Goal 1:

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f(x) = x 3 + 2x +3 g(x) = 2 x + x 2 + x + 4 h(x) = x 2 + 3x 3 + 2x + 1 t(x) = x -2 + x + 2

Do Now: Do we have a polynomial function? Is it in standard form? What is the degree? What is the leading coeficient ?. f(x) = x 3 + 2x +3 g(x) = 2 x + x 2 + x + 4 h(x) = x 2 + 3x 3 + 2x + 1 t(x) = x -2 + x + 2. Chapter 2.2/ 2. SWBAT Evaluate and Graph Polynomial Functions

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The Remainder and Factor Theorems

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Video

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Check: Worksheet 5.4 B (odds)

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Chapter 2 Review

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Essential Question: How do I analyze a polynomial function?

Essential Question: How do I analyze a polynomial function?. Daily Questions: 1). How are turning points related to the degree of a polynomial? 2)How do you determine domain & range of polynomial function? 3)How is the range affected by relative or absolute extrema?

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6.8 Synthetic Division

6.8 Synthetic Division. Polynomial Division, Factors, and Remainders. In this section, we will look at two methods to divide polynomials: long division (similar to arithmetic long division) synthetic division (a quicker, short-hand method). Rewrite in long division form. 2x. + 7.

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7.4-7.6

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6.3 Dividing Polynomial

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Chapter 2 Review

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