1.3 Lesson: Extrema and End Behavior
Presentation
•
Mathematics
•
10th Grade
•
Practice Problem
•
Easy
Blake Jensen
Used 6+ times
FREE Resource
6 Slides • 7 Questions
1
End Behavior
Presentation made by Blake Jensen with credit to McGraw Hill Reveal
2
Multiple Choice
Which of the following is not a function?
Before you answer....
Identify all the x and y intercepts of each function
3
Match
Match each graph to a definition of it!
Discrete
Continuous
Neither Discrete nor Continuous
Odd Function
Even Function
Discrete
Continuous
Neither Discrete nor Continuous
Odd Function
Even Function
4
Open Ended
What do you think Extrema means? Just give your best guess!
5
The lowest point on a graph!
Minimum
The highest point on a graph!
Maximum
6
Match
Match the following!
Maximum
Minimum
Doesn't have a maximum or minimum
Maximum
Minimum
Doesn't have a maximum or minimum
7
It's a minimum just not the minimum!
Relative minimum
It's a maximum just not the maximum!
Relative Maximum
8
Labeling
Match the following labels!
Absolute Maximum
Relative maximum
Absolute minimum
Relative Minimum
9
Some awful notation but easy to use
As x increases, the graph decreases.
As we go right, the graph points down
As x decreases, the graph decreases
As we go left, the graph points down
10
Going Up or Down
Going Right or Left
11
Match
Match them! See if you can remember
x→∞
x→−∞
f(x)→∞
f(x)→−∞
As we go right
As we go left
The graph goes up
The graph goes down
As we go right
As we go left
The graph goes up
The graph goes down
12
As we go right, the graph goes ____
As we go left the graph goes __
Write it out!
13
Multiple Choice
Select the end behavior notation that matches the graph!
x→∞;f(x)→∞
x→−∞;f(x)→∞
x→∞;f(x)→−∞ x→−∞;f(x)→∞
x→∞;f(x)→∞
x→−∞;f(x)→−∞
x→∞;f(x)→−∞ x→−∞;f(x)→−∞
End Behavior
Presentation made by Blake Jensen with credit to McGraw Hill Reveal
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