Solved

Show That the Function Has No Relative Extrema on

Question 102

Multiple Choice

Show that the function Show that the function has no relative extrema on . A) The function has no relative extrema by definition of the derivation. B) The derivation of the function is .At every point the derivative exists and does not equal to 0.So by definition the function has no relative extrema on this interval. C) The function has no relative extrema because does not equal to 0 at any point. has no relative extrema on Show that the function has no relative extrema on . A) The function has no relative extrema by definition of the derivation. B) The derivation of the function is .At every point the derivative exists and does not equal to 0.So by definition the function has no relative extrema on this interval. C) The function has no relative extrema because does not equal to 0 at any point. .


A) The function has no relative extrema by definition of the derivation.
B) The derivation of the function Show that the function has no relative extrema on . A) The function has no relative extrema by definition of the derivation. B) The derivation of the function is .At every point the derivative exists and does not equal to 0.So by definition the function has no relative extrema on this interval. C) The function has no relative extrema because does not equal to 0 at any point. is
Show that the function has no relative extrema on . A) The function has no relative extrema by definition of the derivation. B) The derivation of the function is .At every point the derivative exists and does not equal to 0.So by definition the function has no relative extrema on this interval. C) The function has no relative extrema because does not equal to 0 at any point. .At every point the derivative exists and does not equal to 0.So by definition the function has no relative extrema on this interval.
C) The function has no relative extrema because Show that the function has no relative extrema on . A) The function has no relative extrema by definition of the derivation. B) The derivation of the function is .At every point the derivative exists and does not equal to 0.So by definition the function has no relative extrema on this interval. C) The function has no relative extrema because does not equal to 0 at any point. does not equal to 0 at any point.

Correct Answer:

verifed

Verified

Unlock this answer now
Get Access to more Verified Answers free of charge

Related Questions

Q97: The height (in feet) attained by a

Q98: Find the relative maxima and relative minima,

Q99: Find the horizontal and vertical asymptotes of

Q100: Show that the function <img src="https://d2lvgg3v3hfg70.cloudfront.net/TB7866/.jpg" alt="Show

Q101: Determine the relative maxima and relative minima,

Q103: Find the interval(s) where the function is

Q104: In the diagram, S represents the position

Q105: Find the absolute maximum value and the

Q106: Use the information summarized in the table

Q107: The height (in feet) attained by a