differential equation

kya hua hamare mathematicians ko

DIFFERENTIAL EQUATIONS SYLLABUS MEIN HAIN NA
THEN TRY THIS 1!!!!!!!!!!!

problem in the integration on x

yeah...

e^tan-1x-x in denominator ... :(

sorry buddy, it implies that it's not integrable.! :(

forget that question !!!

BHAI YEH QUESTION MERE TUTION TEACHER NE DIYA THA

SO IT MUST HAVE A SOLUTION

HE DOESN'T GIVE US USELESS QUESTIONS

SO IT IS BOUND TO BE 99.9999% CORRECT!!!!!!

WHO SAID U THAT WE HAVE TO FIND THE INTEGRATION OF THAT FUNCTION
MAY BE THERE MIGHT BE ANOTHER METHOD

u r not the only 1 here
there r many experts who can solve the problems

i don't need any suggestions 4m u
i never asked u to solve and it was ur own wish to participate

don't show me ur attitude coz u can't handle mine [16]

mani...don get angry....

[1]

is it tan^-1x or tan^-1y

@ manish sir
maine copy mein to tan^-1x hi likha hua hai!!!!!!

sir maine 1st principle and bernoulli se koshish ki thi but i got struck
please see that could this question be done like this is now or not ????

yes...i think it shud b y...
den d sum becums pretty much simple!!

@mani, i'm sorry buddy. i didn't mean to show my attitude at all. seriously, i was honest in saying that as i too felt there might be any other method which ur sir wants to teach u through this problem.

well, deleted the previous post as i dont want anyone else to comment on this issue. sorry again. hope u'll not take this seriously. :)

btw, i too think it must be tan^-1y. please confirm it. :)

sorry again !!!

Ive seen a highly similar problem to this with e^tan-1y

only trick is that it is linear in x and not y as usual