'End behavior' presentation slideshows

Limit and Continuity

Limit and Continuity. y. 2.1 Rate of Change and Limits (1) Average and Instantaneous Speed. y. t=2. v=?. 2.1 Rate of Change and Limits (2, Example 2) Average and Instantaneous Speed. When different value of h. y. e. L. e. d. d. x. c.

1.34k views • 79 slides

POLYNOMIALS

POLYNOMIALS. And polynomial functions. Properties of Exponents Evaluating and Graphing Polynomial Functions Polynomial Operations Factoring and Solving Polynomials Remainder and Factor Theorem Rational Roots Fundamental Theorem of Algebra Analyzing Graphs of Polynomial Functions

1.03k views • 76 slides

Exam

Exam. May 15 th 6:15pm. Be there early Exam rooms: On website http://www.math.ksu.edu/math100/ Exam rooms are by recitation instructor (not me) Bring your k-state student ID. How to study. Focus on your previous exams. Review the problems and your own work Study Guide

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Power and Polynomial Functions

520 views • 34 slides

Rational Functions

Rational Functions. Macon State College Gaston Brouwer, Ph.D. June 2010. Georgia Performance Standards. Mathematics 4. MM4A1. Students will explore rational functions. Investigate and explain characteristics of rational functions, including domain, range, zeros, points of

5.6k views • 32 slides

5.1 Polynomial Functions

In this section, we will study the following topics: Identifying polynomial functions and their degree Determining end behavior of polynomial graphs Finding real zeros of polynomial functions and their multiplicity Analyzing the graph of a polynomial function. 5.1 Polynomial Functions.

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Question 1

Question 1. Extrema: _________ Axis of Sym: ___________ Domain: ______________ Range: ______________ Increase: _____________ Decrease: ____________ End Behavior. Question 1. Extrema: _________ Axis of Sym: ___________ Domain: ______________ Range: ______________

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Represent relations Interpret graphs of relations

Day 8. Represent relations Interpret graphs of relations. Relations. Using a coordinate graph system http://www.coolmath.com/algebra/08-lines/02-plotting-points-01.htm. Coordinate system Ordered pairs (x, y) Quadrants I, II, III, IV Y- coordinate X- coordinate X-axis Y-axis.

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Teacher Notes

Teacher Notes. Slides 5-9 are for verbal description only, students do not have to write down notes unless you feel otherwise. Warm Up. Describe the transformations of the following exponential functions 1) 2) . Analyzing Graphs. Unit 5 Notes. Analyzing Graphs.

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Functions

Functions. AII.7 cdf 2009. Objectives: Find x and y intercepts Identify increasing, decreasing, constant intervals Determine end behaviors. x and y intercepts. The y intercept is where the graph crosses the y axis . . x intercepts.

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Continuity and End Behavior

Continuity and End Behavior. Section 3-5. Before finishing this section you should be able to:. Determine whether a function is continuous or discontinuous Identify the end behavior of functions Determine whether a function is increasing or decreasing on an interval.

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Polynomials and Radical Expressions

Polynomials and Radical Expressions. (Chapter 5). Properties of Exponents. a m . a n = a (m + n) a m / a n = a (m ? n) (a m ) n = a (m ? n) (a ? b) m = a m ? b m (a / b) m = a m / b m a 0 = 1. Negative Exponents. a -n = 1 and 1 = a n a n a -n

406 views • 18 slides

W A R M U P

Is the shape below a function? Explain. Find the domain and range. W A R M U P. Analyzing Graphs. Part 2 Review Domain and Range End Behavior Minimum/Maximum. Domain and Range with Constraints. Domain and Range with Constraints. Domain and Range with Constraints.

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Remember scientific notation?

Remember scientific notation?. (1.2 x 10 -3 )(6.7 x 10 6 ). 8.04. x 10 -3+6. Small #. Big #. 8.04. x 10 3. (8.2 x 10 8 )(6.7 x 10 6 ). 54.94. or 5.494 x 10 1. 5.494 x 10 1. x 10 14. 5.494 x 10 15. (8.2 x 10 -2 )(9.7 x 10 -5 ). 79.54. or 7.954 x 10 1. 7.954 x 10 1.

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2.2 Limits Involving Infinity

Photo by Vickie Kelly, 2006. Greg Kelly, Hanford High School, Richland, Washington. 2.2 Limits Involving Infinity. North Dakota Sunset. As the denominator gets larger, the value of the fraction gets smaller. There is a horizontal asymptote if:. or.

499 views • 12 slides

Evaluating Limits Analytically

Evaluating Limits Analytically. Today you will use the properties of limits to evaluate limits algebraically. You will also evaluate limits involving infinity algebraically and conceptually.

864 views • 10 slides

5.1 Polynomial Functions

5.1 Polynomial Functions. P280-284. Standard form of a polynomial function: Terms are arranged by degree in descending numerical order. . Ex) Write in standard form. Then classify by degree and number of terms. a) b). Ex) What is the end behavior of the graph? a) b).

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Continuity and End Behavior of Polynomials

372 views • 9 slides