I need a helpe to fine the Particular solution of the DE

Y'''+Y'=tan(x)

Results 1 to 10 of 10

5*Thanks*

- April 29th 2013, 03:46 AM #1

- Joined
- Jul 2010
- Posts
- 7

- April 29th 2013, 04:02 AM #2

- Joined
- Aug 2011
- Posts
- 244
- Thanks
- 56

- April 29th 2013, 04:05 AM #3

- Joined
- Jul 2010
- Posts
- 7

- April 29th 2013, 04:09 AM #4

- April 29th 2013, 04:11 AM #5

- Joined
- Jul 2010
- Posts
- 7

- April 29th 2013, 10:07 AM #6

- Joined
- Aug 2011
- Posts
- 244
- Thanks
- 56

- April 29th 2013, 05:47 PM #7
## Re: y'''+y'=tan(x)

- April 29th 2013, 09:31 PM #8

- Joined
- Aug 2011
- Posts
- 244
- Thanks
- 56

- April 29th 2013, 11:26 PM #9
## Re: y'''+y'=tan(x)

- April 30th 2013, 12:38 AM #10

- Joined
- Aug 2011
- Posts
- 244
- Thanks
- 56

## Re: y'''+y'=tan(x)

I don't missed your point at all. In fact, I didn't want to get into an argument of few importance.

Of course, your method is easier at the first step leading to u(x). But after that, one have to integrate u(x) in order to obtain y(x). This step involves integrals which are as complicated as the integrals encountered in my method. So, I think that there is few difference between both methods.