

Rational Function Transformations
Presentation
•
Mathematics
•
8th - 12th Grade
•
Practice Problem
•
Medium
Standards-aligned
Patricia Jones
Used 81+ times
FREE Resource
10 Slides • 12 Questions
1
SLT 23: Identify the effect of transformations on the graph of a rational function
Graphing Rational
functions
2
Open Ended
The best day of the week is...
3
Recall the two parent functions from our last class (page 11 and page 14) and your NearPod assignment.
4
Now recall the transformation rules you learned during first semester.
5
Now lets put those two concepts togethers
6
7
8
Vertical dilation by a factor of 2
Horizontal translation right 3
Vertical translation up 4
9
10
Horizontal translation right 2
Vertical translation down 3
11
12
Multiple Choice
Given
y=x−52+3 Determine the Horizontal Asymptote
y=2
y=0
y=3
y=5
13
Fill in the Blanks
Given
y=x+73+6Identify the horizonal asymptote
Type answer...
14
Fill in the Blanks
Given
y=x+73+6Identify the vertical asymptote
Type answer...
15
Multiple Choice
What are the asymptotes?
x=-3, y=1
x=3, y =1
x=-3, y =-1
x=3 y=-1
16
Multiple Choice
Given
y=(x−4)23−5 Determine the Vertical and Horizontal Asymptotesx=3 and y=5
x=4 and y=−5
x=−4 and y=5
x=−4 and y=−5
17
Multiple Choice
Given
y=(x−4)23−5 Determine the Domain and RangeD:(−∞,4)∪(4,∞) and R:(5,∞)
D: (−∞,4)∪(4,∞) and R:(−5,∞)
D: x=−4 and R:y=5
D: x<−4 and R:y>−5
18
Multiple Choice
Which asymptote(s) are determined by looking at the denominator?
Horizontal Asymptote
Vertical Asymptote
Both
19
Multiple Choice
How is this function transformed from the parent function ?
y=x1Translated Right 5 and Up 1
Translated Right 5 and Down 1
Translated Left 5 and Up 1
Translated Left 5 and Down 1
20
Multiple Choice
Describe the transformations from the parent function
y=x1Right 5 and Up 7
Left 7 and Up 5
Reflect over the x-axis and Up 7
Left 5 and Up 7
21
Poll
Do you understand how to describe the transformations
Yes
No
Kinda
22
Poll
Do you understand how to determine the key features?
Yes
No
Kinda
SLT 23: Identify the effect of transformations on the graph of a rational function
Graphing Rational
functions
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