Just when all hope is lost, It's time for...

Feb 22, 2006 08:49

an update! *the crowd cheers ( Read more... )

Leave a comment

Comments 7

=) jaspervalen February 22 2006, 14:31:29 UTC
=P

Well, to be fair you didn't specify any inital conditions so there's really an infinite series of answers. They could still give you the general solution of course...

EE = the suck. Our Physics class is doing all that resistor, capacitor, loop law and whatever. Now I remember why I decided to go Marine Science over EE.

But you're right about the EE majors getting shocked. Our Physics teacher always tells us stories about how he almost died from various high voltage act. But he gets to play around with a 1 jigawatt laser at Yale, so it's all cool. (We always tell him he needs to bump the power up 0.21 JW.

Reply

Re: =) nathanielseven February 23 2006, 12:43:36 UTC
Alright, you get him to bring the 1.21 JW laser, and I'll work on an optical flux capacitor. *begins singing the first 100 digits of Pi*

Reply


amytwo February 22 2006, 17:44:02 UTC
Haha, I'm not a big Home Star fan but Carli showed me the "virus=very yes" one and that's great. XD

A Korn concert, huh? I've got Coldplay coming up on the 5th, I can't wait.

...I had no idea USF had a cult films class. That's so cool.

Reply

nathanielseven February 23 2006, 12:41:25 UTC
Well technically it's an honors only course, so that's why they didn't tell you about it. Poor, poor non-honors kids.

Reply


x_heartonsleeve February 22 2006, 22:33:17 UTC
Yeah, don't let Justo try to solve it. He'll randomly send you these friggin' enormous emails and try to teach you calc you aren't going to learn for another 3 years anyways while all you're trying to do is get your OWN bloody homework done.

I mean, it was hell'a sexy. Calculus is fucking awesome.

Reply

jaspervalen February 22 2006, 23:39:25 UTC
Psh. You should be able to solve it based on the e-mail I sent whenever ago. I mean, it's a second order linear homogeneous ODE with constant coefficients. I go through practically the same problem in the example at the bottom.

Now, when you make it non-homogenous (I.e. when the right side != 0 ) you get to start having fun...

Reply

nathanielseven February 23 2006, 12:39:24 UTC
But you actually solve it the exact same way, you just vary the parameters to find one non-homogeneous solution.

Reply


Leave a comment

Up