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  #1  
Yggdrasill Yggdrasill is offline
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Old Jan 30th, 2007, 10:02 PM       
juttin and zeldas power of self loathing combined gotta be worth something
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  #2  
Fathom Zero Fathom Zero is offline
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Old Jan 30th, 2007, 10:10 PM       
THERE SHOULD BE TAG TEAMS.
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Dr. Boogie Dr. Boogie is offline
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Old Jan 30th, 2007, 11:25 PM       
I suddenly get the feeling that Juttin won't be involved in Mock Wars.
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Chojin Chojin is offline
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Old Jan 30th, 2007, 11:49 PM       
:highfive
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Emu Emu is offline
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Old Jan 31st, 2007, 11:02 AM       
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  #6  
zeldasbiggestfan zeldasbiggestfan is offline
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Old Jan 31st, 2007, 12:22 AM       
I probably cant even make it to a match becuase of goddamn algebra and having to get ready for sophmore year so goddamn early. Anyway Im not participating. Fuck the deals. But can I vote?
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Sam Sam is offline
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Old Jan 31st, 2007, 12:25 AM       
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Originally Posted by zeldasbiggestfan View Post
I probably cant even make it to a match becuase of goddamn algebra and having to get ready for sophmore year so goddamn early.
HAHAHAHAHAHAHAHAHAHA
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  #8  
MLE MLE is offline
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Old Jan 31st, 2007, 12:22 AM       
I AM VOTING
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MLE MLE is offline
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Old Jan 31st, 2007, 12:30 AM       
I have to say, I agree with Sam.
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Old Jan 31st, 2007, 08:23 AM       
Hey ZBF solve this:
if 10(x^2+2xy+y^2)/2=5 and x+y=z then find z.


NEVER EVER POST IN I-MOCK AGAIN IF YOU FAIL!!!!!!!!!!!

actually never ever post in imock again. you have a larger post count than me and that's not healthy.
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  #11  
Chojin Chojin is offline
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Old Jan 31st, 2007, 08:51 AM       
The heartbreaking part is that zelda is autistic and will actually try to solve that :<
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Old Jan 31st, 2007, 10:21 AM       
man, that makes me feel bad for calling him a moron and all.
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Emu Emu is offline
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Old Jan 31st, 2007, 10:47 AM       
I looked at that problem and forgot how to FOIL which kind of sucks because I have math in an hour and a half.
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Grislygus Grislygus is offline
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Old Jan 31st, 2007, 10:49 AM       
Enough with the math gibberish. Me no likes.
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  #15  
Emu Emu is offline
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Old Jan 31st, 2007, 10:58 AM       
if 10(x^2+2xy+y^2)/2=5 and x+y=z then find z.

10x^2 + 20xy + 10y^2
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2

=

5x^2 + 10xy + 5y^2 = 5

x + y = z
-x
y = z - x

5x^2 + 10x(x-z) + 5(x-z)^2 = 5

15x^2 - 10xz + 5(x^2 - 2xz + z^2) = 5

TOO MANY FUCKING VARIABLES

Last edited by Emu : Jan 31st, 2007 at 10:59 AM. Reason: i think that should be subtraction
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  #16  
Emu Emu is offline
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Old Jan 31st, 2007, 11:04 AM       
WHY DOES THE EDIT FUNCTION HAVE TO CRASH FIREFOX ;_;

my point stands

Last edited by Emu : Jan 31st, 2007 at 11:06 AM. Reason: fuck!
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  #17  
Esuohlim Esuohlim is offline
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Old Jan 31st, 2007, 11:19 AM       
You can't solve two equations with three unknowns :nerd
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  #18  
Emu Emu is offline
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Old Jan 31st, 2007, 11:22 AM       
bullshit i can't
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Esuohlim Esuohlim is offline
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Old Jan 31st, 2007, 11:24 AM       
It's like trying to solve one equation with two unknowns (x - y = 6), there's an infinite number of answers.

Emu if we were actually mock warring right now this would probably be pretty close to the real deal
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  #20  
Emu Emu is offline
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Old Jan 31st, 2007, 11:27 AM       
I won't argue math with you dude I respect you too much for that let's drop this grudge and get ourselves a cool mocha okay.
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  #21  
noob3 noob3 is offline
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Old Jan 31st, 2007, 02:52 PM       
hey guys is it cool to be in basic math 8)
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  #22  
CaptainBubba CaptainBubba is offline
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Old Jan 31st, 2007, 03:03 PM       
if 10(x^2+2xy+y^2)/2=5 and x+y=z then find z.

(x^2+2xy+y^2) = (x+y)^2

10((x+y)^2)/2 = 5(x+y)^2 = 5

(x+y)^2 = 1

let u = (x+y)

u^2 = 1

u = 1

z = 1

faggots
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CaptainBubba CaptainBubba is offline
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Old Jan 31st, 2007, 03:09 PM       
NEW QUESTION FOR ZELDA:

Prove that every even integer greater than 2 can be written as the sum of two primes.

This ones easy guys come on.
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Old Feb 1st, 2007, 12:23 PM       
Quote:
Originally Posted by CaptainBubba View Post
if 10(x^2+2xy+y^2)/2=5 and x+y=z then find z.

(x^2+2xy+y^2) = (x+y)^2

10((x+y)^2)/2 = 5(x+y)^2 = 5

(x+y)^2 = 1

let u = (x+y)

u^2 = 1

u = 1

z = 1

faggots
actually you're only half right

z= 1 or -1
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CaptainBubba CaptainBubba is offline
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Old Feb 1st, 2007, 02:13 PM       
I'm Babylonian dude, we ignore negative answers to quadratics doncha know.
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