Presentation is loading. Please wait.

Presentation is loading. Please wait.

Replacing with and (2.6.2) October 27th, 2016.

Published byNiina Haavisto Modified over 5 years ago

Similar presentations

Presentation on theme: "Replacing with and (2.6.2) October 27th, 2016."— Presentation transcript:

1 Replacing with and (2.6.2) October 27th, 2016

2 -Vertical Stretch/Compression
*If k > 1, represents a vertical stretch *If 0<k<1, represents a vertical compression *If k is negative, represents a reflection of f(x) over the x-axis.

3 Ex. 1: Given the following graph of , sketch a graph for each of the following functions on the same set of axes. Describe each transformation.

4 -Horizontal stretch/Compression
If k > 1, represents a horizontal compression If 0 < k < 1, represents a horizontal stretch If k < 0, represents a reflection over the y-axis

5 Ex. 2: Given the following graph of , sketch a graph for each of the following functions on the same set of axes. Describe each transformation.

Download ppt "Replacing with and (2.6.2) October 27th, 2016."

Similar presentations

Transforming graphs of functions

Transforming graphs of functions
Order of function transformations

Order of function transformations
Objective Transform polynomial functions..

Objective Transform polynomial functions..
The vertex of the parabola is at (h, k).

The vertex of the parabola is at (h, k).
Lesson 5-8 Graphing Absolute Value Functions

Lesson 5-8 Graphing Absolute Value Functions
1.6 Shifting, Reflecting and Stretching Graphs How to vertical and horizontal shift To use reflections to graph Sketch a graph.

1.6 Shifting, Reflecting and Stretching Graphs How to vertical and horizontal shift To use reflections to graph Sketch a graph.
2.4 Use Absolute Value Functions and Transformations

2.4 Use Absolute Value Functions and Transformations
5.1 Stretching/Reflecting Quadratic Relations

5.1 Stretching/Reflecting Quadratic Relations
6-8 Graphing Radical Functions

6-8 Graphing Radical Functions
© The Visual Classroom 3.7 Transformation of Functions Given y = f(x), we will investigate the function y = af [k(x – p)] + q for different values of a,

© The Visual Classroom 3.7 Transformation of Functions Given y = f(x), we will investigate the function y = af [k(x – p)] + q for different values of a,
TRANSFORMATIONS Shifts Stretches And Reflections.

TRANSFORMATIONS Shifts Stretches And Reflections.
3-2 Families of Graphs Pre Calc A. Parent Graphs.

3-2 Families of Graphs Pre Calc A. Parent Graphs.
WHICH TRANSFORMATIONS DO YOU KNOW? ROTATION WHICH TRANSFORMATIONS DO YOU KNOW? ROTATION.

WHICH TRANSFORMATIONS DO YOU KNOW? ROTATION WHICH TRANSFORMATIONS DO YOU KNOW? ROTATION.
 How would you sketch the following graph? ◦ y = 2(x – 3) 2 – 8  You need to perform transformations to the graph of y = x 2  Take it one step at a.

 How would you sketch the following graph? ◦ y = 2(x – 3) 2 – 8  You need to perform transformations to the graph of y = x 2  Take it one step at a.
5.3 Transformations of Parabolas Goal : Write a quadratic in Vertex Form and use graphing transformations to easily graph a parabola.

5.3 Transformations of Parabolas Goal : Write a quadratic in Vertex Form and use graphing transformations to easily graph a parabola.
2.7 – Use of Absolute Value Functions and Transformations.

2.7 – Use of Absolute Value Functions and Transformations.
Section 1.4 Transformations and Operations on Functions.

Section 1.4 Transformations and Operations on Functions.
Warm-Up Evaluate each expression for x = -2. 1) (x – 6) 2 4 minutes 2) x 2 - 6 3) 7x 2 4) (7x) 2 5) -x 2 6) (-x) 2 7) -3x 2 - 18) -(3x – 1) 2.

Warm-Up Evaluate each expression for x = -2. 1) (x – 6) 2 4 minutes 2) x ) 7x 2 4) (7x) 2 5) -x 2 6) (-x) 2 7) -3x ) -(3x – 1) 2.
6.5 COMBINING TRANSFORMATIONS 1. Multiple Inside Changes Example 2 (a) Rewrite the function y = f(2x − 6) in the form y = f(B(x − h)). (b) Use the result.

6.5 COMBINING TRANSFORMATIONS 1. Multiple Inside Changes Example 2 (a) Rewrite the function y = f(2x − 6) in the form y = f(B(x − h)). (b) Use the result.
5-3 Using Transformations to Graph Quadratic Functions.

5-3 Using Transformations to Graph Quadratic Functions.

Similar presentations

Ads by Google