COS X Find the derivative of cot x by using the quotient rule and the fact that cot x = sin x COS X D,(cotx)= D, COS X Since cotx= sinx Use the quotient rule to evaluate the right side of this sin 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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COS X
Find the derivative of cotx by using the quotient rule and the fact that cot x=
sin x
cosx
D, (cotx)= D,
sin x
coSX
Since cot x=
Use the quotient rule to evaluate the right side of this equation.
sinx'
CoSX)
(sin x)D, (cOS X) + (cos x)D, (sin x)
OA. D.
sin x
cos 2x
(cosx)D, (sin x)- (sin x)D, (cos x)
coSX
O B. D.
sin x
cos x
cos x
(cos x)D, (sin x) = (sin x)D, (cos x)
OC. D.
sin x
sin x
( cos x)
(sin x)D, (cos x)-(cos x)D, (sin x)
O D. D.
sin x
sin 2
Simplify the numerator.
cos x
D.
sin x
(Simpify your answer
sin y
Simplify
COS X
D.
sin x
= (Simplify your answer.)
P Type here to search
esc
%23
2$
2
4
tab
R
T
s lock
S
D
F
10
LL
Transcribed Image Text:COS X Find the derivative of cotx by using the quotient rule and the fact that cot x= sin x cosx D, (cotx)= D, sin x coSX Since cot x= Use the quotient rule to evaluate the right side of this equation. sinx' CoSX) (sin x)D, (cOS X) + (cos x)D, (sin x) OA. D. sin x cos 2x (cosx)D, (sin x)- (sin x)D, (cos x) coSX O B. D. sin x cos x cos x (cos x)D, (sin x) = (sin x)D, (cos x) OC. D. sin x sin x ( cos x) (sin x)D, (cos x)-(cos x)D, (sin x) O D. D. sin x sin 2 Simplify the numerator. cos x D. sin x (Simpify your answer sin y Simplify COS X D. sin x = (Simplify your answer.) P Type here to search esc %23 2$ 2 4 tab R T s lock S D F 10 LL
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