41. Charlie graphed a function using graph paper (shown below on the left). He then used a calculator to graph the function to check his work (shown below on the right). Which statement below is the most accurate comparison between the two graphs? (-2,0) (2,0)] -5 (0.-4) The ending behavior of each curve is the same; however, the y-intercepts are different. The x-intercepts of Charlie's graph are different than the a-intercepts of the graph from the calculator. The x-axis for Charlie's graph spans from about -5 to 10, whereas the graph from the calculator shows an x-axis spanning -5 to 5, which indicates that the graphs represent different functions. O The graphs have the same key features; therefore, the graphs are identical. O O O

Calculus: Early Transcendentals
8th Edition
ISBN:9781285741550
Author:James Stewart
Publisher:James Stewart
Chapter1: Functions And Models
Section: Chapter Questions
Problem 1RCC: (a) What is a function? What are its domain and range? (b) What is the graph of a function? (c) How...
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41. Charlie graphed a function using graph paper (shown below on the left). He then used a calculator to graph the function to check his work (shown below
on the right). Which statement below is the most accurate comparison between the two graphs?
(-2,0)
[(2,0)]
(0,-4)
The ending behavior of each curve is the same; however, the y-intercepts are different.
The x-intercepts of Charlie's graph are different than the x-intercepts of the graph from the calculator.
The x-axis for Charlie's graph spans from about -5 to 10, whereas the graph from the calculator shows an a-axis spanning -5 to 5, which indicates that the graphs
represent different functions.
The graphs have the same key features; therefore, the graphs are identical.
Transcribed Image Text:41. Charlie graphed a function using graph paper (shown below on the left). He then used a calculator to graph the function to check his work (shown below on the right). Which statement below is the most accurate comparison between the two graphs? (-2,0) [(2,0)] (0,-4) The ending behavior of each curve is the same; however, the y-intercepts are different. The x-intercepts of Charlie's graph are different than the x-intercepts of the graph from the calculator. The x-axis for Charlie's graph spans from about -5 to 10, whereas the graph from the calculator shows an a-axis spanning -5 to 5, which indicates that the graphs represent different functions. The graphs have the same key features; therefore, the graphs are identical.
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