
Lesson 8 Absolute value Function Transformations
Presentation
•
Mathematics
•
9th - 12th Grade
•
Practice Problem
•
Easy
Standards-aligned
Anastasia Avila
Used 22+ times
FREE Resource
5 Slides • 7 Questions
1
We will take a look at how we can transform the absolute value parent function.
Absolute Value Function
Transformations
2
Dropdown
3
Poll
What does absolute value of a number mean?
The number without its sign.
The distance a number is from zero.
A number that is absolute.
I don't remember.
4
Each value a, b, c, and d have different effects on the parent function. Depending on the location within the equation.
General form of transformation equation
5
Effects of each value
6
Multiple Choice
Within the transformation equation what type of affect does the value "b" produce?
vertical shift
horizontal shift
vertical compression, shrink, or reflection
horizontal compression, shrink, or reflection
7
Labelling
Match the descriptions to the graphs.
Horizontal stretch
Negative Horizontal shift
Negative Vertical shift
Positive Horizontal shift
Horizontal Reflection
Positive Vertical shift
Horizontal compression
Vertical stretch
Vertical Reflection
Vertical compression
8
Multiple Choice
In the transformation equation, what affect does the value "c" have on the parent function?
Vertical shift
Horizontal shift
Vertical compression, shrink, or reflection
Horizontal compression, shrink, or reflection
9
Dropdown
10
Let's fill in our notes
11
Switch it up now
12
Multiple Choice
Based on this example, what is the transformation equation for this absolute value function?
f(x)=97∣−x−6∣
f(x)=−97∣x−6∣
f(x)=−97x+6
f(x)=−97x−6
We will take a look at how we can transform the absolute value parent function.
Absolute Value Function
Transformations
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