Derivative of tan(q) in Calculus-I Assignment Quiz 2, Problem 4, Exercises of Calculus

The solution to problem 4 of assignment quiz 2 in the calculus-i course, where the goal is to find the derivative of tan(q) with respect to q. The solution involves applying the chain rule and the quotient rule of differentiation.

Typology: Exercises

2011/2012

Uploaded on 07/13/2012

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Name: SOLUTION Registration Number: SOLUTION
Assignment Quiz No. 2
Calculus-I Section-4
====================================================================
Problem: Find the derivative w.r.t. q of
.
tan1
tan
q
q
p
Solution:
q
q
ptan1
tan
2
22
)tan1(
sec.tansec)tan1(
q
qqqq
dq
dp
.
)tan1(
sec
2
2
q
q
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Download Derivative of tan(q) in Calculus-I Assignment Quiz 2, Problem 4 and more Exercises Calculus in PDF only on Docsity!

Name: SOLUTION Registration Number: SOLUTION

Assignment Quiz No. 2

Calculus-I Section-

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

1 tan

tan

q

q p

Solution:

q

q p 1 tan

tan

2

2 2

( 1 tan )

( 1 tan )sec tan .sec

q

q q q q

dq

dp

( 1 tan )

sec

2

2

q

q

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