Based on the graph below which of the following statements are true? Assume that the trend of the graphs remains the same on the parts that are not shown. Choose all that apply. f(x) g(x) If f g (x) dx diverges then we do not have enough information to decide if f f (x) dx converges or not. If f f (x) dx diverges then f g (x) dx diverges as well. If f f(x) dx diverges then we do not have enough information to decide if f g (x) dx converges or not. If f f (x) dx converges then f g(x) dx converges as well. If f g (x) dx converges then f f (x) dx converges as well.

Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
18th Edition
ISBN:9780079039897
Author:Carter
Publisher:Carter
Chapter9: Quadratic Functions And Equations
Section9.2: Transformations Of Quadratic Functions
Problem 49PFA
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I'm sure b and d are correct. But I'm unsure about e is correct or no.

Based on the graph below which of the following statements are true? Assume that the trend of the graphs
remains the same on the parts that are not shown.
Choose all that apply.
f(x)
g(x)
If f g(x) dx diverges then we do not have enough information to decide if f f (x) dx converges or not.
If f f (x) dx diverges then g(x) dx diverges as well.
If f f (x) dx diverges then we do not have enough information to decide if f g (x) dx converges or not.
If f f (x) dx converges then
g(x) dx converges as well.
If f g (x) dx converges then
f(x) dx converges as well.
Transcribed Image Text:Based on the graph below which of the following statements are true? Assume that the trend of the graphs remains the same on the parts that are not shown. Choose all that apply. f(x) g(x) If f g(x) dx diverges then we do not have enough information to decide if f f (x) dx converges or not. If f f (x) dx diverges then g(x) dx diverges as well. If f f (x) dx diverges then we do not have enough information to decide if f g (x) dx converges or not. If f f (x) dx converges then g(x) dx converges as well. If f g (x) dx converges then f(x) dx converges as well.
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