Determine the least possible degree and end behavior Locate the zeros and their multiplicity. Assume all of the zeros are integral values. Create a function that fits the graph and given point. Graph 1 80 (-2,64) A 40 -8-4 O -40 -80 y 8x A. Degree: B. Zeros (make note of multiplicity but don include the multiplicy in this list): C. Function that fits the graph and given point:
Determine the least possible degree and end behavior Locate the zeros and their multiplicity. Assume all of the zeros are integral values. Create a function that fits the graph and given point. Graph 1 80 (-2,64) A 40 -8-4 O -40 -80 y 8x A. Degree: B. Zeros (make note of multiplicity but don include the multiplicy in this list): C. Function that fits the graph and given point:
Trigonometry (MindTap Course List)
10th Edition
ISBN:9781337278461
Author:Ron Larson
Publisher:Ron Larson
ChapterP: Prerequisites
SectionP.7: A Library Of Parent Functions
Problem 47E
Related questions
Question
Answer the three questions for a,b,c
![Determine the least possible degree and end behavior
Locate the zeros and their multiplicity. Assume all of the zeros are integral values.
Create a function that fits the graph and given point.
Graph 1
-(-2,64)
Graph 2
-8-4 O
-40
-8
(-3,-9)
Graph 3
80
40
8
-80
(0, 3.6)
y
8
3
4
00
y
8
4
-45
4
-8
y
8x
4 8x
4
8x
A. Degree:
B. Zeros (make note of multiplicity but don
include the multiplicy in this list):
C. Function that fits the graph and given
point:
A. Degree:
B. Zeros (make note of multiplicity but don't
include the multiplicy in this list):
c. Function that fits the graph and given
point:
A. Degree:
B. Zeros (make note of multiplicity but don't
include the multiplicy in this list):
C. Function that fits the graph and given
point:](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fb3e658c4-6778-46f8-ae6b-5cf6a47e1996%2F096bea5e-8fc4-4629-a167-70e3ad394f73%2F5e3whv_processed.jpeg&w=3840&q=75)
Transcribed Image Text:Determine the least possible degree and end behavior
Locate the zeros and their multiplicity. Assume all of the zeros are integral values.
Create a function that fits the graph and given point.
Graph 1
-(-2,64)
Graph 2
-8-4 O
-40
-8
(-3,-9)
Graph 3
80
40
8
-80
(0, 3.6)
y
8
3
4
00
y
8
4
-45
4
-8
y
8x
4 8x
4
8x
A. Degree:
B. Zeros (make note of multiplicity but don
include the multiplicy in this list):
C. Function that fits the graph and given
point:
A. Degree:
B. Zeros (make note of multiplicity but don't
include the multiplicy in this list):
c. Function that fits the graph and given
point:
A. Degree:
B. Zeros (make note of multiplicity but don't
include the multiplicy in this list):
C. Function that fits the graph and given
point:
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