Indefinite Integral

\hspace{-16}\mathbf{\int\frac{x.\sin^2 x}{\cos (2x).\cos^2 x}dx}

6 Answers

71
Vivek @ Born this Way ·

I tried hard and then gave up. Please see this :

=

By Mathematica.

There might however exist some method. I'm trying that one. Will post if I get it.

EDIT: No it doesn't works!

39
Dr.House ·

can anyone give the integration of 1/cos2xcos2x ?

then the sum is done

71
Vivek @ Born this Way ·

No, One can't give you.

1708
man111 singh ·

i also struck that point

39
Dr.House ·

well then if thats not easy to evaluate then this is one nasty integral or we need to come up with some kickass substitution which i guess all of us would have tried

so unless we do something about the integral i have said, as far as i have checke dout there is no other way out

anyone gng anywhere with that?

71
Vivek @ Born this Way ·

No.. Now people don't waste too much time on it now. It's JEE time. So go to next.

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