'New function' diaporamas de présentation

The Cerebral Cortex

The Cerebral Cortex. The Evolving Brain. Different animal species have many structures in common, including a cerebellum and cortex. The cortex is much larger in mammals than in species that evolved earlier, such as fish and amphibians.

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Creating Functions

Creating Functions. Deborah Nelson Duke University Professor Susan Rodger July 22, 2008. Loading the World. Download the file that we'll be working with today It is named fireStart.a2w

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Chapter 6 Differential Calculus

Chapter 6 Differential Calculus.

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Warm-up for Section 3.2:

Warm-up for Section 3.2:. Warm-up for Section 3.2:. 3.1B Homework Answers 2 8 = 256 2 . (-7) 3 = -343 3 . 1/4 7 = 1/16384 4. 1/5 4 = 1/625 5 . 1/4 4 = 1/256 6 . 1/8 6 = 1/262,144 7 . 1.342 ? 10 12 8 . 3.38 ? 10 -5 9 . 2.025 ? 10 9

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4.6 Graphs of Other Trigonometric FUNctions

4.6 Graphs of Other Trigonometric FUNctions. How can I sketch the graphs of all of the cool quadratic FUNctions?. Graph of the tangent FUNction. The tangent FUNction is odd and periodic with period ? .

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The Linear Parent Function

The Linear Parent Function. y=x. The Linear Parent Function. What is a linear parent function ? The linear parent function is the most basic form of a linear function. y=x m=1 b=0 What are the characteristics of the linear parent function? The rate of change is 1 The y-intercept is 0

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Chapter 2 Limits and the Derivative

Chapter 2 Limits and the Derivative. Section 1 The Derivative. Learning Objectives for Section 2.1 The Derivative . The student will be able to calculate rate of change. The student will be able to calculate slope of the tangent line.

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Dr. Selma Abdurrahman Collage of Community Department of Computer Science

Sullivan College Algebra: Section 4.3 Graphing Techniques: Transformations. Dr. Selma Abdurrahman Collage of Community Department of Computer Science . Objectives Graph Functions Using Horizontal and Vertical Shifts Graph Functions Using Compressions and Stretches

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Logarithmic Functions

Logarithmic Functions. Lesson 2.5. How to Graph These Numbers?. Consider the vast range of the numbers. How to Graph These Numbers?. What's wrong with this picture?. How to Graph These Numbers?. What's wrong with this picture?. We need a way to set a scale that fits all the data.

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MUST AVERAGES HAPPEN?

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Unit 9: Combinations of Functions Review

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Quadratic Functions

Quadratic Functions. Section 2.2. Objectives. Rewrite a quadratic function in vertex form using completing the square. Find the vertex of a quadratic function. Find x -intercepts and y -intercepts of a quadratic function. Write a quadratic function given two points. . Objectives.

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Calculus II (MAT 146) Dr. Day Monday February 17, 2014

Calculus II (MAT 146) Dr. Day Monday February 17, 2014. Chapter 7: More Methods of Integration Integrals Involving Trig Functions (7.2) Integration Using Trig Substitution (7.3). Trig Integrals: Which is Easiest? Toughest?. Updates and Additions: Gateway Integrals. Trig Substitutions.

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Logarithms and Their Properties

Logarithms and Their Properties. Lesson 4.1. Recall the Exponential Function. General form Given the exponent what is the resulting y-value? Now we look at the inverse of this function Now we will ask, given the result, what exponent is needed to achieve it?. A New Function.

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Math 1304 Calculus I

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Calculus II (MAT 146) Dr. Day Wednes day February 19, 2014

Calculus II (MAT 146) Dr. Day Wednes day February 19, 2014. Chapter 7: More Methods of Integration Integration Using Trig Substitution (7.3 ) Integrating Rational Expressions: Partial Fraction Decomposition (7.4). Trig Integrals: Which is Easiest? Toughest?. What trig sub to use?.

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1.4 Building Functions from Functions

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Chapter 5: Rational Functions, Equations, and Inequalities

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Dynamics

Dynamics. The generalized momentum was defined from the Lagrangian. Euler-Lagrange equations can be written in terms of p . No dissipative forces The Hamiltonian can also be expressed with generalized momentum. EL with Momentum. Change of Variable.

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Pg. 57/73 Homework

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