Snowdog2112
New member
- Joined
- Apr 30, 2006
- Messages
- 7
I am trying to solve the initial value problem:
(x+1)dy/dx-2(x^2+x)y=(e^x^2)/(x+1) x>-1 y(0)=5
I begin going through the motions and I get down to:
(e^x^2)+y=int((e^2x^2)/(x+1)dx)
I can't figure out how to integrate this, or if I missed cancelling something in the beginning or totally loused something up to this point. Any help would be appreciated.
(x+1)dy/dx-2(x^2+x)y=(e^x^2)/(x+1) x>-1 y(0)=5
I begin going through the motions and I get down to:
(e^x^2)+y=int((e^2x^2)/(x+1)dx)
I can't figure out how to integrate this, or if I missed cancelling something in the beginning or totally loused something up to this point. Any help would be appreciated.