Calculus I Quiz 3 Solution: Finding the Derivative of cot(cos(x + y)), Exercises of Calculus

The solution to problem 3 in the calculus i course, where the goal is to find the derivative of the function cot(cos(x + y)) with respect to x. The solution is presented in the document using calculus rules and steps.

Typology: Exercises

2011/2012

Uploaded on 07/20/2012

saen.chumi
saen.chumi 🇮🇳

4.6

(13)

88 documents

1 / 1

Toggle sidebar

This page cannot be seen from the preview

Don't miss anything!

bg1
Name: SOLUTION Registration Number: SOLUTION
Quiz No. 3
Calculus-I Section-1
====================================================================
Problem: Find the derivative w.r.t. x of
.)1cos(cot xy
Solution:
)1cos(cot xy

1cos)1cos(cos 2 x
dx
d
xec
dx
dy

11sin)1cos(cos 2 x
dx
d
xxec
.
12
1sin)1cos(cos 2
x
xxec
docsity.com

Partial preview of the text

Download Calculus I Quiz 3 Solution: Finding the Derivative of cot(cos(x + y)) and more Exercises Calculus in PDF only on Docsity!

Name: SOLUTION Registration Number: SOLUTION

Quiz No. 3

Calculus-I Section-

Problem: Find the derivative w.r.t. x of

y  cot cos( x  1 ).

Solution:

y  cot cos(^ x  1 )

cos cos( 1 ) cos  1 

2    xdx

d ec x dx

dy

cos cos( 1 ) sin 1   1 

2    xdx

d ec x x

cos cos( 1 )sin 1

2

x

ec x x

docsity.com