'Cube root function' diaporamas de présentation

1.2

1.2. Functions and Their Properties. Quick Review. Quick Review Solutions. Homework, Page 81. Match the numerical model to the corresponding graphical model and algebraic model. 3. a. p. Homework, Page 81.

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Functions and Models

Functions and Models. 1. Mathematical Models: A Catalog of Essential Functions. 1.2. Mathematical Models: A Catalog of Essential Functions. A mathematical model is a mathematical description (often by means of a function or an equation) of a real-world

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Functions

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The Chain Rule

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Chapter 7 Powers, Roots, and Radicals

Chapter 7 Powers, Roots, and Radicals. Section 7.5 Graphing Square Root and Cube Root Functions. Bell Problem. Bell Problem. Bell Problem #27. Objectives. Graphing Radical Functions. You have seen the graphs of y = x and y = x . These are examples of radical functions. 3.

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Exponential and Logarithmic Functions (1/30/09)

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Section 7.1

Section 7.1. Radical Expressions and Functions. Objectives. Radical Notation The Square Root Function The Cube Root Function. Radical Notation.

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Sect. 7.1 Radical Expressions & Radical Functions

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DERIVATIVES OF INVERSE TRIG FUNCTIONS

DERIVATIVES OF INVERSE TRIG FUNCTIONS. To get derivatives of inverse trigonometric functions we were able to use implicit differentiation. .

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Chapter 3 Section 4: Library of Functions

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Properties of Functions

10. 5. (0,0). 5. 10. (2,10). Properties of Functions. (-2 6). (5,0). (-8,-4). There are local minima at f(0)= 0 and f(5)= 0 The local minima are (0, 0) and (5,0) There are local maxima at f(-2) =6 and f(2) =10 The local maxima are (-2,6) and (2,10).

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A Library of Functions

A Library of Functions. This presentation will review the behavior of the most common functions including their graphs and their domains and ranges. See AP Calculus in a Nutshell for a more in depth review. The Identity Function. Domain: All real numbers Range: All real numbers.

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Algebra 2: Checkpoint 6.3 & 6.4

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EXAMPLE 1

x. x. ?. ?. Graph y = ,and state the domain and range. Compare the graph with the graph of y =. Make a table of values and sketch the graph. 1. 2. EXAMPLE 1. Graph a square root function. SOLUTION. x. x. ?. ?. The radicand of a square root must be nonnegative.

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Section 7-6: Graphing Square Root and Cube Root Functions

Section 7-6: Graphing Square Root and Cube Root Functions. Goal: Graph square root and cube root functions. Example 1: Graph a Square Root Function. Example 2: Graph a Cube Root Function. Checkpoint:. Example 3: Graph a Square Root Function. Example 4: Graph a Cube Root. Checkpoint:.

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Parent Functions

Parent Functions. P.7. Parent Functions. Y = x 2 Dom [-?, ?] or All Real Numbers Range [ 0 , ? ] Called the quadratic function. Parent Functions. Y = ?x Dom [0, ? ] Range [0, ? ] Called the root function. Parent Functions. Y = 1/x Dom All reals except x = 0

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Function Families AII.6 2009

Function Families AII.6 2009. Objective:. Recognize the general shapes of function families including: square root cube root absolute value rational polynomial exponential logarithmic. Square Root Function. Cube Root Function. Absolute Value Function. Rational Function.

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Lesson 18: Cube Roots

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Section 2.2

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