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Official Hobbies Thread
Posted:
Sat Jun 23, 2007 10:55 am
by JonathanF
This thread is for discussing your hobbies, besides AR.
Pictures are more than welcome
Posted:
Tue Jul 17, 2007 2:35 pm
by JustcallmeDrago
Juggling & Riding a unicycle (at the same time)
Posted:
Wed Jul 18, 2007 7:12 am
by Ikerous
Um... Physics.. and the Internet? Wow my hobbies suck.
I should learn to juggle or ride a unicycle
Posted:
Wed Jul 18, 2007 8:42 am
by McGinge
Drums, music,
cadets = my good hobbies
AR, computer games in general = not hobbies i admit to everyone...
Posted:
Wed Jul 18, 2007 9:04 am
by JonathanF
Justcallmedrago wrote:Juggling & Riding a unicycle (at the same time)
I can juggle and I could ride a unicycle (I have outgrown the one I have, I should get a larger one and keep rolling), but not at the same time xD
Posted:
Fri Aug 31, 2007 9:36 pm
by lordofdeath101
Hobbies=guitar, AR, Toribash, Internet, This forum
, movies, and swimming.
Posted:
Tue Sep 04, 2007 4:48 am
by TSchultz
Anyone else here play with Rubik's Cubes?
Posted:
Tue Sep 04, 2007 4:51 am
by JustcallmeDrago
I can get the 2nd layer done. So... yeah.
Posted:
Tue Sep 04, 2007 5:03 am
by TSchultz
I guess that counts...
In other news...
My Diffy Q course wants me to estimate how high the potato is launched and calculate a bunch of stuff, but in the quicktime movie, I can't even see the potato... I'm screwed.
Posted:
Tue Sep 04, 2007 5:06 am
by Ikerous
TSchultz wrote:My Diffy Q course wants me to estimate how high the potato is launched and calculate a bunch of stuff,
Now that's my kinda hobby
Posted:
Tue Sep 04, 2007 5:18 am
by JustcallmeDrago
What are differential equations about??
Posted:
Tue Sep 04, 2007 5:21 am
by TSchultz
Wikipedia wrote:A differential equation is a mathematical equation for an unknown function of one or several variables that relates the values of the function itself and of its derivatives of various orders. Differential equations play a prominent role in engineering, physics, economics and other disciplines.
Posted:
Tue Sep 04, 2007 5:24 am
by Ikerous
Yeah what he said :P
y'' + y' = x^2 is an example of a differential equation
y'' is the second derivative of y and y' is the first derivative
You'd basically solve for the function y(x) whose second derivative plus it's first derivative is equal to x^2
Posted:
Tue Sep 04, 2007 5:27 am
by JustcallmeDrago
graph one and plot a few points and I might understand it.
Posted:
Tue Sep 04, 2007 5:29 am
by TSchultz
Grah. Stupid IBP. I don't like integrating e^x*x^3/3.