find the integral of e to power x/y w.r.t y

Question

hartnn · Answer

both sides? for integration problem :O

hartnn · Answer

integration w.r.t y means 'x' is constant.
$\int e^{(x/y)}dy$
put x/y = u 
dy=.. ?

anonymous · Answer

In that case... I am not understanding the language of the problem...

anonymous · Answer

It will give...
-x int( e^t / t^2  dt)....   
That's completely solvable  using Integration by parts now...

stamp · Answer

$$\int e^{x/y}dy$$

stamp · Answer

$$(e^{y^-})^x$$

stamp · Answer

Yeah so I do not know what class you are taking, but either you wrote your integral down incorrectly or this is beyond the scope of my understanding. Wolfram provides an odd integral: http://www.wolframalpha.com/input/?i=integral+of+e%5E%28x%2Fy%29+dy