Download presentation

Presentation is loading. Please wait.

1
**Radical Expressions and Radical Functions**

Objective: Analyze graphs of rational functions and evaluate radical expressions.

5
Example 1

6
Example 1

7
Try This Find the domain of

8
Try This Find the domain of The domain of g(x) is

9
Transformations

10
Example 2

11
Example 2

12
Try This For each function, describe the transformations applied to

13
**Try This For each function, describe the transformations applied to .**

Vertical stretch of 3, Reflect on x-axis, down 2, to the right horiz. Comp. of ½ up 4.

14
Example 3

15
Example 3

16
Example 3

17
Try This Find the inverse of Then graph the function and its inverse together.

18
Try This Find the inverse of Then graph the function and its inverse together.

19
Try This Find the inverse of Then graph the function and its inverse together.

20
Try This Find the inverse of Then graph the function and its inverse together.

22
Example 4

24
Example 5

25
Example 5

26
Try This Evaluate

27
Try This Evaluate

31
Homework Pages 11-29 odd 37-51 odd

Similar presentations

OK

Your Transformation Equation y = - a f(-( x ± h)) ± k - a = x-axis reflection a > 1 = vertical stretch 0 < a < 1 = vertical compression -x = y-axis reflection.

Your Transformation Equation y = - a f(-( x ± h)) ± k - a = x-axis reflection a > 1 = vertical stretch 0 < a < 1 = vertical compression -x = y-axis reflection.

© 2017 SlidePlayer.com Inc.

All rights reserved.

Ads by Google

English 8 unit 13 read ppt online Ppt on obesity management Ppt on panel discussion script Best ppt on project tiger Ppt on general provident fund Animated ppt on magnetism experiments Ppt on chapter 12 electricity Ppt on urbanism as a way of life as opposed to rural ways of life Ppt on ministry of corporate affairs company Ppt on biogas in india