- #1
brandy
- 161
- 0
Homework Statement
dy/dx=y*e^(x+y)
solve for y
The Attempt at a Solution
move the y's over to the other side:
dy/(y*e^y)=e^x.dx
then you integrate and this is where i get screwed up.
i use inverse product rule where u=y and v'=e^y, and i also tried u=e^y and v'=y. but this didnt get me anywhere
so i did it again for the integral on the right hand side for each and it still didnt get me anywhere.
HELP!
also, i doubt if id be able to put it back into y= forms so yea could you help with that too? if not it doesn't really matter. primarily its just the integrating i want help with.