integration of sinx.cos³x
Anonymous:
hey wait
ok
Answers
Answered by
4
let take .cosx=t then. u will get. sinx×xos³x×dt/ sinx ..then..
cos³x dt . then . cosx=t then . and is cos4x/4.+c.
Answered by
4
⭐《ANSWER》
↪Actually Welcome to COncept of the Integral Calculus
↪In the following integral , we will take substitution as
⭐t= cosx
↪then we get as
⭐dt= -sin x dx
↪After solving we get as
〽I = - Cos^4 x / 4 + C
↪where C is the Integral constant
↪Actually Welcome to COncept of the Integral Calculus
↪In the following integral , we will take substitution as
⭐t= cosx
↪then we get as
⭐dt= -sin x dx
↪After solving we get as
〽I = - Cos^4 x / 4 + C
↪where C is the Integral constant
Attachments:
thanks
thnx to you ma'am for waiting , actually i was in train that's why !=_
it's ok but thank you so much
Similar questions