'Graphing polynomial functions' diaporamas de présentation

Math 160

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Power and Polynomial Functions

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Section 2-3: Graphing Polynomial Functions

Section 2-3: Graphing Polynomial Functions. Pre-Calculus Day 1. Objectives. Determine what are polynomial function. Understand End Behavior and how to predict it. Sketch graph of factored function. Sketch graph of non-factored polynomial.

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How do I analyze a polynomial function?

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4.5 Notes

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

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HA2 Ch. 5 Review

HA2 Ch. 5 Review. Polynomials And Polynomial Functions. Vocabulary. End behavior P.282 Monomial P.280 Multiplicity P. 291 Polynomial Function P.280 Relative Maximum/Min. P.291 Standard Form of a Poly. Function Synthetic Division P.306 Turning Point P. 282. 5-1 Polynomial Functions.

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HA2 Ch. 5 Review

HA2 Ch. 5 Review. Polynomials And Polynomial Functions. Vocabulary. End behavior P.282 Monomial P.280 Multiplicity P. 291 Polynomial Function P.280 Relative Maximum/Min. P.291 Standard Form of a Poly. Function Synthetic Division P.306 Turning Point P. 282. 5-1 Polynomial Functions.

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Section 7.1

Section 7.1. An Introduction to Polynomials. Terminology. A monomial is numeral, a variable, or the product of a numeral and one or more values. Monomials with no variables are called constants. A coefficient is the numerical factor in a monomial.

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Graphing Polynomial and Absolute Value Functions

Graphing Polynomial and Absolute Value Functions. By: Jessica Gluck. Definitions for Graphing Absolute Value Functions. Vertex- The highest or lowest point on the graph of an absolute value function. The vertex of the graph of f(x)= lxl is 0,0.

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