Q. 175.0( 1 Vote )
Evaluate the following integrals
Answer :
Let 
Let x=a sin t
⇒ a cos t dt=dx.
Also,
when x=0, t=0
and
when x=a, 
.
Hence,
Using 
, we get
Rate this question :
How useful is this solution?
We strive to provide quality solutions. Please rate us to serve you better.
Related Videos
Fundamental Integration Formula59 mins
Interactive Quiz on Integration by Substitution47 mins
Lecture on Integration by parts55 mins
Lecture on some forms of integration54 mins
Lecture on integration by partial fractions62 mins
Interactive Quiz on Integration by Parts56 mins
Integration by Substitution56 mins
Important Formulas for Definite Integration41 mins
Practice Questions on Definite Integral as Limit of a Sum47 mins
Definite Integral as Limit of a Sum Means ?47 mins
Fundamental Integration Formula59 minsInteractive Quiz on Integration by Substitution47 minsLecture on Integration by parts55 minsLecture on some forms of integration54 minsLecture on integration by partial fractions62 minsInteractive Quiz on Integration by Parts56 minsIntegration by Substitution56 minsImportant Formulas for Definite Integration41 minsPractice Questions on Definite Integral as Limit of a Sum47 minsDefinite Integral as Limit of a Sum Means ?47 minsTry our Mini CourseMaster Important Topics in 7 DaysLearn from IITians, NITians, Doctors & Academic Experts
view all courses
Dedicated counsellor for each student
24X7 Doubt Resolution
Daily Report Card
Detailed Performance Evaluation
RELATED QUESTIONS :
Evaluate the following:
(Hint: Divide Numerator and Denominator by cos4x)
Mathematics - ExemplarEvaluate: 
If 
find the value of a.
Evaluate the following Integrals:
Evaluate the following:
Evaluate the following Integrals:
Evaluate the following Integrals:
Evaluate the following Integrals:
Evaluate : 
Evaluate the following Integrals:
