'Even function' presentation slideshows

Part 4: Trigonometry

Part 4: Trigonometry. In part 1 we talked about locating things in two dimensions. We restricted ourselves in that part to the Cartesian system, (x,y), but mentioned there were other systems.

698 views • 64 slides

Pre-Calculus Review

Pre-Calculus Review. Part 1. Graphing. Given f(x) = sin(2x -1) Find the zeros of f(x). Sketch the graph of f(x). Be sure to label any intercepts. Graphing. Given f(x) = Sketch the graph of f(x). Be sure to label any asymptotes and intercepts. Graphing. F(x) =

524 views • 37 slides

Chapter 7 Fourier Series

Chapter 7 Fourier Series. 7.1 General Properties. Fourier series. A Fourier series may be defined as an expansion of a function in a series of sines and cosines such as . (7.1) . The coefficients are related to the periodic function f(x)

1.67k views • 30 slides

Integration by Substitution

335 views • 15 slides

Reflections and Symmetry

Reflections and Symmetry. Lesson 5.2. Across the x-axis. Across the y-axis. Flipping the Graph of a Function. Given the function below We wish to manipulate it by reflecting it across one of the axes. Flipping the Graph of a Function. Consider the function

352 views • 14 slides

Reflections and Symmetry

Reflections and Symmetry. Lesson 5.2. Across the x-axis. Across the y-axis. Flipping the Graph of a Function. Given the function below We wish to manipulate it by reflecting it across one of the axes. Flipping the Graph of a Function. Consider the function

288 views • 14 slides

Lesson 3.1 Graph Cubic Functions

Lesson 3.1 Graph Cubic Functions. Goal Graph and analyze cubic functions. Vocabulary Page 126. A cubic function is a nonlinear function that can be written in the standard form y = ax 3 + bx 2 + cx + d where a ? 0. A function f is an odd function if f (- x ) =- f ( x ).

691 views • 11 slides