Show That the Function Has No Relative Extrema on

question 115

Multiple Choice

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.

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Definitions:

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