Find the coordinates of any local extreme points and inflection points. Use these to graph the function y=x-3x+7. Choose the correct graph of y =x³ - 3x+7. ..... OA. B. Choose the correct local extrema. OA. There are no local extreme points. OB. There is a local maximum at (-1,9) and a local minimum at (1,5). OC. There is a local minimum at (-1,9) and a local minimum at (1,5). OD. There is a local minimum at (0,7). OC. OD. Choose the correct inflection points. 10 OA. There is an infection point at (0,7). OB. There are no infiection points. OC. There are inflection points at (-1.9) and (1.5).

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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Find the coordinates of any local extreme points and inflection points. Use these to graph the function
y=x-3x+7.
Choose the correct graph of y = x³ - 3x+7.
.....
Choose the correct local extrema.
OA.
O B.
10
10
OA. There are no local extreme points.
B. There is a local maximum at (-1,9) and a local minimum at (1,5).
OC. There is a local minimum at (-1,9) and a local minimum at (1,5).
40-
OD. There is a local minimum at (0,7).
OC.
OD.
Choose the correct inflection points.
40
40
OA. There is an inflection point at (0,7).
B. There are no infection points.
OC. There are inflection points at (-1,9) and (1,5).
10
10
Click to select your answer.
Transcribed Image Text:Find the coordinates of any local extreme points and inflection points. Use these to graph the function y=x-3x+7. Choose the correct graph of y = x³ - 3x+7. ..... Choose the correct local extrema. OA. O B. 10 10 OA. There are no local extreme points. B. There is a local maximum at (-1,9) and a local minimum at (1,5). OC. There is a local minimum at (-1,9) and a local minimum at (1,5). 40- OD. There is a local minimum at (0,7). OC. OD. Choose the correct inflection points. 40 40 OA. There is an inflection point at (0,7). B. There are no infection points. OC. There are inflection points at (-1,9) and (1,5). 10 10 Click to select your answer.
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