differentiate w. r. t. x tan.tan.tan.x
Answers
Answered by
0
you can see your answer
Attachments:
Answered by
1
Given ,
d(tan.tan.tan.x)/dx
let tanx=t ,
so,
dt/dx= sec²x
. function will be :- d(tantant)/dx
again',
let tant=u
du/St= sec²t
function will be :- d(tanu)/dx
see picture!
d(tan.tan.tan.x)/dx
let tanx=t ,
so,
dt/dx= sec²x
. function will be :- d(tantant)/dx
again',
let tant=u
du/St= sec²t
function will be :- d(tanu)/dx
see picture!
Attachments:
Similar questions