last day (703 days later) » 

9:20 PM
Hey, since you seem to like things
And by the way, if you know how to take an integral (I think you do, right?) please see this integral I took:
0
A: An integral of a rational function on the real line

Simple ArtIf you take the counter-clockwise contour of a closed semi-circle with radius $R$ in the complex plane with a contour along the real line from $-R$ to $+R$, we have $$I_0=\int_{-\infty}^\infty\frac{1-x}{1-x^5}\ dx=P.V.\int_{-\infty}^\infty\frac{1-x}{1-x^5}\ dx$$ $$\lim_{R\to\infty}\oint_{\gamma...

 
9:56 PM
@SimpleArt I better know how to integrate seeing as how I just took differential equations.
granted that integral looks evil. :p
 
10:20 PM
@TheGreatDuck Do you understand what I did?
And what's so bad about that integral?
I did it like a piece of cake.
:)
 
 
1 hour later…
11:27 PM
@Mahmoud :D Hey
 
Hi, LOL, Thanks for the invite.
 
:P Gotta eat
talk to you later
 
Ok, have fun, :D
 
11:39 PM
Bye, GtG.
 

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