Presentation is loading. Please wait.

Presentation is loading. Please wait.

5-Minute Check Lesson 3-5 Find the inverse of y = - 3x + 4 Then graph both on the same coordinate axes. What is the relationship between a graph of a.

Similar presentations


Presentation on theme: "5-Minute Check Lesson 3-5 Find the inverse of y = - 3x + 4 Then graph both on the same coordinate axes. What is the relationship between a graph of a."— Presentation transcript:

1 5-Minute Check Lesson 3-5 Find the inverse of y = - 3x + 4 Then graph both on the same coordinate axes. What is the relationship between a graph of a function and it’s inverse? Determine the inverse of Then graph both on the same coordinate axes. Is the inverse a function? How can you tell that the inverse was NOT going to be a function before you found it? What is the algebraic test to see if two given functions are inverses of each other?

2 3-5 Continuity and End-Behavior Models
LESSON ESSENTIAL QUESTIONS: How do you determine if a function is continuous or discontinuous? What are the 3 types of discontinuity? How do you determine the end behavior of a function?

3 CONTINUITY What does it mean for a graph to be “continuous” in your own words? Can you give an example of a function that is NOT continuous?

4

5 3 TYPES OF DISCONTINUITY
Infinite – with asymptotes Jump - sometimes with piecewise functions Point - holes

6 Example 1

7 Example 2

8 Example 3

9 Jump Discontinuity

10 What is end behavior and how to determine end behavior?
End Behavior - what happens to the y-values as the x- values become increasingly larger and vice versa, increasingly smaller?

11 Summary How do you determine if a function is continuous or discontinuous? What are the 3 types of discontinuity? How do you determine the end behavior of a function?


Download ppt "5-Minute Check Lesson 3-5 Find the inverse of y = - 3x + 4 Then graph both on the same coordinate axes. What is the relationship between a graph of a."

Similar presentations


Ads by Google