math-285-fg-spring-2010

iPhone App - 20/20 Vision - http://2020visioniphoneapp.weebly.com

http://goo.gl/xQy6Q is an iPhone app that will help you regain 20/20 vision naturally, by looking at

http://www.ichineseflashcards.com will help you learn Chinese (Mandarin) faster by using flashcards

http://www.ichineseflashcards.com will help you learn Chinese (Mandarin) faster by using flashcards

http://www.ichineseflashcards.com will help you learn Chinese (Mandarin) faster by using flashcards

Why to pay for something when you can learn it for Free. Visit: http://www.magicalmethods.com/FREE/

Travel around the world with an Russian women http://www.shrinket.com/3540/

http://shmyl.com/jwwhton Real profiles and thousands of Asian women

This is sooooo funny!! check it! . This one is my favorite! http://funnyjokesss.co.cc related search

Most viewed funniest videos 2010! . Rated 10/10 funniest video october 2010! This one is realy funny)

What was the average for the final? Sent from my iPad On May 13, 2010, at 3:51 PM, Professor Laugesen

Sorry, I forgot to ask about this at the review session. How do we know how many terms of a series

You can see the practice exam solutions at http://www.math.uiuc.edu/~laugesen/285/examsoln_2003s.pdf

ohh, ok that makes sense, thanks On Apr 29, 10:39 pm, Professor Laugesen <lauge...@illinois.edu

I don't have my book with me right now to check the wording, but if the ends are said to be

No, simply use the definitions of even and odd functions. even: f(-x) = f(x) odd: f(-x) = -f(x) On

The differential equation has x'(t) in it. That term flips cosines to sines, and sines to cosines

Yes. Just be careful if f jumps at your value of t. In that case, you set the series equal to [f(t+)+

Right, the key point is that the integral represents area. So sketch a graph of some even function,

Ohhh alright, I was kind of confused until I saw the picture. Thanks man On Apr 16, 1:19 am, Rebecca

For "naked eye convergence", the idea is to look at two pieces of evidence. 1. In the upper

Never mind. The terms in the series do alternate, but cos(n pi) also alternates for increasing,

If you plot the function, you'll find that it is symmetrical across the y-axis... On Apr 15, 6:23

Jay, Correct: first you find the solution x(t) (complementary plus particular) and then you rewrite

Chris, I recommend finding the steady periodic responses (A and B) yourself, from first principles;

Ohh, gotta remember that one, thanks ;) On Mar 31, 12:50 am, Amy Allen <theinkstainedwre...@gmail.

Are you sure using M' works? When I did it, I used the \ operator, ie, c = M\v. When I tried

Are you working on part (a) or part (b)? -- For part (a), you could first try doing a simpler problem

Sure, plotting the characteristic polynomial with Wolfram Alpha is a good idea, when you are looking

I struggled with this a bit, and the only way I could do it was to find yc in terms of e^(2x) and e^(