Consider the polynomial function. f (a) = #(x – 2) (x + 5)? - Which statements correctly describes the behavior of the graph of the function at its zeros? The graph of the function crosses through the x-axis at 2 and behaves in a cubic fashion. The graph of the function and bounces off of the x-axis at 0 and crosses straight through the x-axis at 5. The graph of the function crosses through the x-axis at 2 and behaves in a cubic fashion. The graph of the function -5 and crosses straight through the x-axis at 0. and bounces off of the x-axis at The graph of the function crosses through the x-axis at touches and bounces off of the x-axis at 0 and crosses straight through the x-axis at 5. 2 and behaves in a cubic fashion. The graph of the fur

Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
18th Edition
ISBN:9780079039897
Author:Carter
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Chapter9: Quadratic Functions And Equations
Section9.2: Transformations Of Quadratic Functions
Problem 50PFA
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Consider the polynomial function.
f (x) = #(x - 2)° (x + 5)?
Which statements correctly describes the behavior of the graph of the function at its zeros?
The graph of the function crosses through the x-axis at 2 and behaves in a cubic fashion. The graph of the function touches
and bounces off of the x-axis at 0 and crosses straight through the x-axis at 5.
The graph of the function crosses through the x-axis at 2 and behaves in a cubic fashion. The graph of the function touches
and bounces off of the x-axis at -5 and crosses straight through the x-axis at 0.
The graph of the function crosses through the x-axis at-
touches and bounces off of the x-axis at 0 and crosses straight through the x-axis at 5.
Z and behaves in a cubic fashion. The graph of the function
The graph of the function crosses through the x-axis at
touches and bounces off of the x-axis at 2 and crosses straight through the x-axis at 0.
J and behaves in a cubic fashion. The graph of the function
-
Transcribed Image Text:Consider the polynomial function. f (x) = #(x - 2)° (x + 5)? Which statements correctly describes the behavior of the graph of the function at its zeros? The graph of the function crosses through the x-axis at 2 and behaves in a cubic fashion. The graph of the function touches and bounces off of the x-axis at 0 and crosses straight through the x-axis at 5. The graph of the function crosses through the x-axis at 2 and behaves in a cubic fashion. The graph of the function touches and bounces off of the x-axis at -5 and crosses straight through the x-axis at 0. The graph of the function crosses through the x-axis at- touches and bounces off of the x-axis at 0 and crosses straight through the x-axis at 5. Z and behaves in a cubic fashion. The graph of the function The graph of the function crosses through the x-axis at touches and bounces off of the x-axis at 2 and crosses straight through the x-axis at 0. J and behaves in a cubic fashion. The graph of the function -
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