Is it possible for the graphs of two different quadratic functions to each have x = -3 as its line of symmetry and both have a maximum at y = 5? Explain and support your answer with a sketch of the graphs.

College Algebra (MindTap Course List)
12th Edition
ISBN:9781305652231
Author:R. David Gustafson, Jeff Hughes
Publisher:R. David Gustafson, Jeff Hughes
Chapter4: Polynomial And Rational Functions
Section4.CR: Chapter Review
Problem 1E
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# Gateway to Prep Schools -A X
G run this town flute - Google
A 6.4 Assignment
6.4 Assignment: Features of Quadratic Graphs
Period:
Name:
1. Is it possible for the graphs of two different quadratic functions to each
have x = -3 as its line of symmetry and both have a maximum at y = 5?
Explain and support your answer with a sketch of the graphs.
Stuck? What does the line of symmetry have in common with the vertex?
How about the maximum value?
Transcribed Image Text:# Gateway to Prep Schools -A X G run this town flute - Google A 6.4 Assignment 6.4 Assignment: Features of Quadratic Graphs Period: Name: 1. Is it possible for the graphs of two different quadratic functions to each have x = -3 as its line of symmetry and both have a maximum at y = 5? Explain and support your answer with a sketch of the graphs. Stuck? What does the line of symmetry have in common with the vertex? How about the maximum value?
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