[QUOTE][QUOTENAME]CMU HistoryGirl wrote: [/QUOTENAME]Yes, you are officially a geek.
Nothing wrong with that though.
Geeks are very...VERY good at some things because they pay so much attention to detail ;-)[/QUOTE]
Flattering... ;) Thanks!
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[QUOTE][QUOTENAME]joxerthemightypirate wrote: [/QUOTENAME][QUOTE][QUOTENAME]Yogurt<br><font size=1>The Artist wrote: [/QUOTENAME]Hey!
What is wrong with being a geek?
Geeks are cool![/QUOTE]
any street cred you might of had has just left the building now you've written that[/QUOTE]
In this case, I haven't had any since I turned 7. xD
What is wrong with being a geek?
Geeks are cool![/QUOTE]
any street cred you might of had has just left the building now you've written that[/QUOTE]
In this case, I haven't had any since I turned 7. xD
The valley between being a nerd and a geek is fairly substantial, y'know!
I'm...a mocker..I mean geerk.
I'm...a mocker..I mean geerk.
i'm a nerd. you're a geek.
[QUOTE][QUOTENAME]Yogurt<br><font size=1>The Artist wrote: [/QUOTENAME]Hey!
What is wrong with being a geek?
Geeks are cool![/QUOTE]
All the geeks get the girls...
What is wrong with being a geek?
Geeks are cool![/QUOTE]
All the geeks get the girls...
The geeky girls.
My girl isn't geeky. :-P
[QUOTE][QUOTENAME]<font color=Mercury>Deaky's Bitch<h6>Yum wrote: [/QUOTENAME][QUOTE][QUOTENAME]Yogurt<br><font size=1>The Artist wrote: [/QUOTENAME]Hey!
What is wrong with being a geek?
Geeks are cool![/QUOTE]
All the geeks get the girls...[/QUOTE]
only in their dreams,o delusional one,only in their dreams :-]
What is wrong with being a geek?
Geeks are cool![/QUOTE]
All the geeks get the girls...[/QUOTE]
only in their dreams,o delusional one,only in their dreams :-]
I dare you to prove 0.99999....(recurrent) is equal to 1 by the use of arithmetic series. =P (yeah, it's possible and not hard at all)
Oh and sing this song to cheer yourself up-
A mathematical day
In a deep and dark December;
I am alone,
Gazing with my glasses to the numbers below
On a freshly fallen silent drop of ink.
I am a nerd,
I am an cheaaaaater.
I've cheated teachers,
A test hard and olympicy,
That I may fail.
I have no need of teachers; teaching causes pain.
Their knowledge and their boogers I disdain.
I am a nerd,
I am an geeeeeeeeeeeeeek.
Sing it to the tune of "I Am A Rock" by Simon And Garfunkel.
PS: Mathelympics will make you go limp. =P
Oh and sing this song to cheer yourself up-
A mathematical day
In a deep and dark December;
I am alone,
Gazing with my glasses to the numbers below
On a freshly fallen silent drop of ink.
I am a nerd,
I am an cheaaaaater.
I've cheated teachers,
A test hard and olympicy,
That I may fail.
I have no need of teachers; teaching causes pain.
Their knowledge and their boogers I disdain.
I am a nerd,
I am an geeeeeeeeeeeeeek.
Sing it to the tune of "I Am A Rock" by Simon And Garfunkel.
PS: Mathelympics will make you go limp. =P
[QUOTE][QUOTENAME]<font color="lime">Raf840 wrote: [/QUOTENAME]My girl isn't geeky. :-P[/QUOTE]
100% True.
100% True.
[QUOTE][QUOTENAME]Saif wrote: [/QUOTENAME]I dare you to prove 0.99999....(recurrent) is equal to 1 by the use of arithmetic series. =P (yeah, it's possible and not hard at all)[/QUOTE]I'll be honest, I didn't figure it out by myself, a teacher once dared us to do the same thing at school.
Here are 2 ways I rememer:
First, I'll call 0.999... "y".
y = 0.999...
10y = 10(0.999...)
10y = 9.999...
10y - y = 9.999... - 0.999...
9y = 9
y = 9/9
y = 1
...as we called 0.999... "y",
0.999... = y = 1
The second way is:
1/9 equals 0.111..., so...
0.111... = 1/9
9(0.111...) = 9 x 1/9
0.999... = 9/9 = 1
I'm almost sure there's another way using fractions as well. But I think I won't have to dig old notes from 2 years ago, right? It's already proved. :-P
Here are 2 ways I rememer:
First, I'll call 0.999... "y".
y = 0.999...
10y = 10(0.999...)
10y = 9.999...
10y - y = 9.999... - 0.999...
9y = 9
y = 9/9
y = 1
...as we called 0.999... "y",
0.999... = y = 1
The second way is:
1/9 equals 0.111..., so...
0.111... = 1/9
9(0.111...) = 9 x 1/9
0.999... = 9/9 = 1
I'm almost sure there's another way using fractions as well. But I think I won't have to dig old notes from 2 years ago, right? It's already proved. :-P
shit! a geek walks among us! O.o
[QUOTE][QUOTENAME]<font color="indigo"><b>friedchicken \m/ wrote: [/QUOTENAME]shit! a geek walks among us! O.o[/QUOTE]
*points at Inna* OMG, a nerd!
*points at Inna* OMG, a nerd!
*points to raf* GEEK!
[QUOTE][QUOTENAME]<font color="lime">Raf840 wrote: [/QUOTENAME][QUOTE][QUOTENAME]Saif wrote: [/QUOTENAME]I dare you to prove 0.99999....(recurrent) is equal to 1 by the use of arithmetic series. =P (yeah, it's possible and not hard at all)[/QUOTE]
First, I'll call 0.999... "y".
y = 0.999...
10y = 10(0.999...)
10y = 9.999...
10y - y = 9.999... - 0.999...
9y = 9
y = 9/9
y = 1
...as we called 0.999... "y",
0.999... = y = 1
The second way is:
1/9 equals 0.111..., so...
0.111... = 1/9
9(0.111...) = 9 x 1/9
0.999... = 9/9 = 1
[/QUOTE]
That's exactly what I was going to say.
First, I'll call 0.999... "y".
y = 0.999...
10y = 10(0.999...)
10y = 9.999...
10y - y = 9.999... - 0.999...
9y = 9
y = 9/9
y = 1
...as we called 0.999... "y",
0.999... = y = 1
The second way is:
1/9 equals 0.111..., so...
0.111... = 1/9
9(0.111...) = 9 x 1/9
0.999... = 9/9 = 1
[/QUOTE]
That's exactly what I was going to say.