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Documents Copyright © by Houghton Mifflin Company, All rights reserved. Calculus Concepts 2/e LaTorre,...

Slide 1Copyright © by Houghton Mifflin Company, All rights reserved. Calculus Concepts 2/e LaTorre, Kenelly, Fetta, Harris, and Carpenter Chapter 4 Determining Change: Derivatives…

Documents Copyright © 2010 Pearson Education, Inc. Rational Functions and Models ♦Identify a rational...

Slide 1Copyright © 2010 Pearson Education, Inc. Rational Functions and Models ♦Identify a rational function and state its domain ♦Identify asymptotes ♦Interpret asymptotes…

Documents 1 Learning Objectives for Section 2.2 You will become familiar with some elementary functions. You.....

Slide 1 1 Learning Objectives for Section 2.2 You will become familiar with some elementary functions. You will be able to transform functions using vertical and horizontal…

Documents P. 82. We will find that the “shifting technique” applies to ALL functions. If the addition or.....

Slide 1p. 82 Slide 2 We will find that the “shifting technique” applies to ALL functions. If the addition or subtraction occurs prior to the function occurring, then…

Documents Chapter 3.4 Graphs and Transformations

Chapter 3.4 Graphs and Transformations Chapter 3.4 Graphs and Transformations By Saho Takahashi Parent Functions Parent Function – is a function with a certain shape that…

Documents 7.2 Transformations of Exponential Functions Math 30-11.

Slide 1 7.2 Transformations of Exponential Functions Math 30-1 1 Vertical Translation f(x) = cx + k Shifts the graph down if k < 0. The graph of f(x) moves downward 4…

Documents 3B Transformations of Exponential Functions

Slide 1 3B Transformations of Exponential Functions Math 30-1 1 Vertical Translation f(x) = cx + k Shifts the graph down if k < 0. The graph of f(x) moves downward 4 units.…

Documents Features of Graphs of Functions

A jewelry maker has total revenue for her necklaces given by R(x)=90.75x, and incurs a total cost of C(x)=24.50x+4770, where x is the number of necklaces produces and sold.…

Documents Learning Objectives for Section 2.2

Learning Objectives for Section 2.2 You will become familiar with some elementary functions. You will be able to transform functions using vertical and horizontal shifts.…