7. Sketch the graph of the function f using the given information below. Domain: (-0, 1) U ( 1, 0), Vertical asymptote: x= 1 Horizontal asymptote: y =0 x-int: (2,0); y -int: (0, - 4) f/on ( 1, 3); f \ on ( - 0, 1) U ( 3, 0 ) relative max at (3, 1) Concave upward on ( 4, 0); Concave downward on (- , 1) U (1,4) Inflection point (4, 2/3)

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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7. Sketch the graph of the function f using the given information below.
Domain: (-00, 1) U ( 1, 0),
Vertical asymptote:
x = 1
Horizontal asymptote: y =0
x-int: (2,0);
y -int: (0, - 4)
f/ on ( 1,3);
f on ( - 0, 1) U (3, 0 )
relative max at (3, 1)
Concave upward on (4, 0 ); Concave downward on (- 0, 1) U (1,4)
Inflection point ( 4, 2/3)
Transcribed Image Text:7. Sketch the graph of the function f using the given information below. Domain: (-00, 1) U ( 1, 0), Vertical asymptote: x = 1 Horizontal asymptote: y =0 x-int: (2,0); y -int: (0, - 4) f/ on ( 1,3); f on ( - 0, 1) U (3, 0 ) relative max at (3, 1) Concave upward on (4, 0 ); Concave downward on (- 0, 1) U (1,4) Inflection point ( 4, 2/3)
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