Find the derivative of f(x) = (6x? + 6x – 4)arctan x a. (6x? + 6x – 4)*rctan x. arctan x 6x2+6x-4 b. (6x? + 6x - 4)arctan (In(6x? + 6x – 4) + arctan x- (12x + 6)) 1+x2 6x2+6x-4 c. (6x? + 6x – 4) In(arctan(x)), 12x+6 6x2+6x-4 + In(6x? + 6x – 4)- arctan x arctan x 1+x2 d. (6x? + 6x – 4)rctan x (In(arctan(x)) 12x + In(6x + 6x - 4)- 6x2+6x-4 1+arctan? x 1+x2 12x-4 e. (6x? + 6x – 4)arctan x (In(arctan(x))- + In(6x? + 6x – 4)- 6x2+6x-4 arctan x 1+x

Find the derivative of f(x) = (6x? + 6x – 4)arctan x a. (6x? + 6x – 4)*rctan x. arctan x 6x2+6x-4 b. (6x? + 6x - 4)arctan (In(6x? + 6x – 4) + arctan x- (12x + 6)) 1+x2 6x2+6x-4 c. (6x? + 6x – 4) In(arctan(x)), 12x+6 6x2+6x-4 + In(6x? + 6x – 4)- arctan x arctan x 1+x2 d. (6x? + 6x – 4)rctan x (In(arctan(x)) 12x + In(6x + 6x - 4)- 6x2+6x-4 1+arctan? x 1+x2 12x-4 e. (6x? + 6x – 4)arctan x (In(arctan(x))- + In(6x? + 6x – 4)- 6x2+6x-4 arctan x 1+x

Trigonometry (MindTap Course List)

10th Edition

ISBN:9781337278461

Author:Ron Larson

Publisher:Ron Larson

ChapterP: Prerequisites

SectionP.6: Analyzing Graphs Of Functions

Problem 6ECP: Find the average rates of change of f(x)=x2+2x (a) from x1=3 to x2=2 and (b) from x1=2 to x2=0.

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