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-   -   Math wizards (https://www.homemadeturbo.com/general-discussion-6/math-wizards-57766/)

spoon fed 03-15-2006 07:10 PM

Re: Math wizards
 
the answer is Turd Ferguson

AgentMurdoc 03-15-2006 07:25 PM

Re: Math wizards
 
welp, time to turn it in :1

d16forlife 03-16-2006 09:06 PM

Re: Math wizards
 
Thaks for the head ache Merdizzle :-X.


I hate ---- Like this.It reminds me of Electrical Theory.I have never once had to use it.Ive forgotten all of it and trying to refresh only gives me a head ache.

AgentMurdoc 03-16-2006 10:20 PM

Re: Math wizards
 
you telling me. I turned it, maybe tomorrow I'll get it back. Hopefully I explained it correctly :S

kain 03-16-2006 10:32 PM

Re: Math wizards
 
X< Chuck norris

Sinner 03-16-2006 10:50 PM

Re: Math wizards
 
if your trying to make a proof, that ---- is weak... beyond weak.

you should have tried proof by counter example or proof by induction.

dai the flu 03-16-2006 11:43 PM

Re: Math wizards
 
good luck man. that confused the ---- out of me all 3 times i read it. :S

i think i'll go drink some vodka now to ease the pain.

Darkelvis 03-16-2006 11:51 PM

Re: Math wizards
 
7. The answer is 7, right? :y

straightupmad 03-17-2006 12:22 AM

Re: Math wizards
 
i know this really doesn't help now that you had to turn it in, but using your definition of the arithmetic-geometric mean inequality and the theorem you can see:

1. the inequality is ≤, so the maximum of the cube root (which would be the maximum of the products also) is when the both sides of the inequality are equal. Your definition says that the equality holds only if a=b=c.

2. using this information, one can see that stu (or abc) would be the a maximun (have the highest cube root) when s=t=u (or a=b=c)

I hope this makes sense, and again I am sorry I didn't see until now.

AgentMurdoc 03-17-2006 02:33 AM

Re: Math wizards
 
bah i'm done with that ----, and what was in the first post was the question being asked to me. Striaght out the mutha fucken project question. I'm still confused, but whatever.


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