
Transformations Recap (Shift & Reflect)
Presentation
•
Mathematics
•
8th - 10th Grade
•
Medium
Standards-aligned
Nicole Frye
Used 19+ times
FREE Resource
4 Slides • 11 Questions
1
Transformations Recap
(Shift & Reflect)
Today we are going to review all the content from last week, including: parent functions, shifts vertically, shifts horizontally, and reflections.
2
Multiple Choice
Name the type of function pictured to the left.
Linear
Quadratic
Absolute Value
Square Root
3
Multiple Choice
If the parent function was
f(x)=x2 , describe the shift applied to graph g(x)=x2+14 would be...Shift right 14 units
Shift left 14 units
Shift up 14 units
Shift down 14 units
4
Fill in the Blanks
If the parent function is
Describe the shift applied to graph: g(x)=∣x∣−9
Type answer...
5
Summary:
Vertical Shifts
Values outside the parenthesis will always shift a function up or down from the origin.
6
Poll
Rate your understanding of vertical shifts of functions.
Totally got it!
Mostly get it!
Still need some help
Totally confused
7
Multiple Choice
Name the type of function pictured to the left.
Linear
Quadratic
Absolute Value
Square Root
8
Multiple Choice
If the given parent function is:
f(x)=∣x∣Describe the shift in the graph of: r(x)=∣x+5∣
shift up 5 units
shift down 5 units
shift left 5 units
shift right 5 units
9
Fill in the Blanks
If the parent function is: f(x)=x2
Describe the shift of the graph: b(x)=(x−8)2
Type answer...
10
Summary:
Horizontal Shifts
Values inside the parenthesis will always shift a function left or right away from the origin.
Shift will be the opposite of the value you see in the parenthesis.
11
Poll
Rate your understanding of horizontal shifts of functions.
Totally got it!
Mostly get it!
Still need some help
Totally confused
12
Multiple Choice
Given the parent function:
f(x)=x2 , what would a negative multiplied in front of the x-squared do to the graph?Nothing
Reflect the graph down (over the x-axis)
Shift the graph down
13
Multiple Choice
Choose the correct graph below with a reflection of the parent function.
14
Summary:
Reflections
The flip of the graph is caused by a negative sign outside the function.
Example: f(x)=−∣x+1∣−2
The first negative sign is causing the graph to flip over and point down.
15
Poll
Rate your understanding of reflections of functions.
Totally got it!
Mostly get it!
Still need some help
Totally confused
Transformations Recap
(Shift & Reflect)
Today we are going to review all the content from last week, including: parent functions, shifts vertically, shifts horizontally, and reflections.
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