Let f (x) =x².cos2(x). what is the correct result of the derivative of f with respect to x? A f (x) = 2xcos(x)[rsin(x)+cos(x)] %3D f'(x) =2xcos(x)[xcos(x) + sin(x В %D © f'(x) =2rcos(x)[sin(x) – xcos(x)] D O f(x)=2rcos(x)[cos(x) – xsin(x)]

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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Question
Let y be a function of x and suppose
x3 +y4 – xy=9, What
is the correct result for the derivative of y with respect to
x?
dy
Зx2 — у
A
%3D
dx
4y3 – x
dy
3x2 – y
|
В
dx
x – 4y3
dy
4y3 – x
C
%3D
dr
3x2 – y
dy
4y3 – x
D
Transcribed Image Text:Let y be a function of x and suppose x3 +y4 – xy=9, What is the correct result for the derivative of y with respect to x? dy Зx2 — у A %3D dx 4y3 – x dy 3x2 – y | В dx x – 4y3 dy 4y3 – x C %3D dr 3x2 – y dy 4y3 – x D
Let f(x) =x2.cos2(x). what is the correct result of the
derivative of f with respect to x?
A f'(x)=2rcos(x)[rsin(x) + cos(x)]
f'(x) =2xcos(x)[xcos(x) + s
sin(x)]
© f'(x) =2xcos(x)[sin(x) – xcos(x)]
хcos
O(x) =2rcos(x)[cos(x) – xsin(x)]
|
B
Transcribed Image Text:Let f(x) =x2.cos2(x). what is the correct result of the derivative of f with respect to x? A f'(x)=2rcos(x)[rsin(x) + cos(x)] f'(x) =2xcos(x)[xcos(x) + s sin(x)] © f'(x) =2xcos(x)[sin(x) – xcos(x)] хcos O(x) =2rcos(x)[cos(x) – xsin(x)] | B
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