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Let j(x) = x°(20 + 3x) + 22. Use this function to answer the four parts below. %3D (part a) Find the critical points of j. Enter a comma-separated list of exact num O A. the critical points of j are given by x = OB. jhas no critical points. (part b) Find where relative minima of j occur (if any). O A. relative minima of j occur at x = Enter a comma-separated list of exact numbers. N OB. jhas no relative minimum. (part c) Find where relative maxima of j occur (if any). O A. relative maxima of j occur at x = Enter a comma-separated list of exact numbers. No O B. j has no relative maximum. (part d) Find the absolute extrema of j on the interval 5and the x-values at which they oc 3. The absolute maximum of j on the interval is which occurs at x = The absolute minimum of j on the interval is . Enter a comma-separa which occurs at x = . Enter a comma-separate

Let j(x) = x°(20 + 3x) + 22. Use this function to answer the four parts below. %3D (part a) Find the critical points of j. Enter a comma-separated list of exact num O A. the critical points of j are given by x = OB. jhas no critical points. (part b) Find where relative minima of j occur (if any). O A. relative minima of j occur at x = Enter a comma-separated list of exact numbers. N OB. jhas no relative minimum. (part c) Find where relative maxima of j occur (if any). O A. relative maxima of j occur at x = Enter a comma-separated list of exact numbers. No O B. j has no relative maximum. (part d) Find the absolute extrema of j on the interval 5and the x-values at which they oc 3. The absolute maximum of j on the interval is which occurs at x = The absolute minimum of j on the interval is . Enter a comma-separa which occurs at x = . Enter a comma-separate

Calculus: Early Transcendentals
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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Let j(x) = x°(20 + 3x) + 22. Use this function to answer the four parts below. %3D (part a) Find the critical points of j. Enter a comma-separated list of exact num O A. the critical points of j are given by x = OB. jhas no critical points. (part b) Find where relative minima of j occur (if any). O A. relative minima of j occur at x = Enter a comma-separated list of exact numbers. N OB. jhas no relative minimum. (part c) Find where relative maxima of j occur (if any). O A. relative maxima of j occur at x = Enter a comma-separated list of exact numbers. No O B. j has no relative maximum. (part d) Find the absolute extrema of j on the interval 5and the x-values at which they oc 3. The absolute maximum of j on the interval is which occurs at x = The absolute minimum of j on the interval is . Enter a comma-separa which occurs at x = . Enter a comma-separate
Transcribed Image Text:Let j(x) = x°(20 + 3x) + 22. Use this function to answer the four parts below. %3D (part a) Find the critical points of j. Enter a comma-separated list of exact num O A. the critical points of j are given by x = OB. jhas no critical points. (part b) Find where relative minima of j occur (if any). O A. relative minima of j occur at x = Enter a comma-separated list of exact numbers. N OB. jhas no relative minimum. (part c) Find where relative maxima of j occur (if any). O A. relative maxima of j occur at x = Enter a comma-separated list of exact numbers. No O B. j has no relative maximum. (part d) Find the absolute extrema of j on the interval 5and the x-values at which they oc 3. The absolute maximum of j on the interval is which occurs at x = The absolute minimum of j on the interval is . Enter a comma-separa which occurs at x = . Enter a comma-separate
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