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 However, as a philosopher, while you need math, you can probably talk your way out of it. - sciguy125 [more] |
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One of our team members found a really clean integral for our team number!
Discussion
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09-10-2008 12:04
Qbranch
Re: pic: 604 - A nice clean integral
By fundamental theorem of calculus... doesn't this mean your team is only defined from 9 to 5? How do you get your robot finished?! 
-q
09-10-2008 12:11
Russ Beavis
Re: pic: 604 - A nice clean integral
Actually, I think they're really defined from 5(PM) to 9(AM).
09-10-2008 16:00
Qbranch
Re: pic: 604 - A nice clean integral
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Originally Posted by Russ Beavis
Actually, I think they're really defined from 5(PM) to 9(AM).
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-q
09-10-2008 20:58
DonRotolo
Re: pic: 604 - A nice clean integral
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Originally Posted by Russ Beavis
Actually, I think they're really defined from 5(PM) to 9(AM).
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09-10-2008 21:00
ComradeNikolai
Re: pic: 604 - A nice clean integral
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Originally Posted by Don Rotolo
I disagree, I think Qbranch had it right - 9 am to 5 am....
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09-10-2008 21:57
Eugene Fang
Re: pic: 604 - A nice clean integral
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Originally Posted by ComradeNikolai
Wouldn't it be 5 am to 9 am?
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09-10-2008 22:11
ComradeNikolai
Re: pic: 604 - A nice clean integral
Looking at it logically, though, one would use 24 hour time so you don't have two y values for the same x value; else it would not be a function. The domain of the function MUST be 0 < x < 24, then (I see no modulus operator in there). 5 and 9 both correspond to 5 am and 9 am, but either in pm would be 12 hours later.
09-10-2008 23:20
artdutra04
Re: pic: 604 - A nice clean integral
Only on CD would people debate calculus problems involving time and team numbers...
09-10-2008 23:32
s_forbes
Re: pic: 604 - A nice clean integral
...So then that means that the Thunderchickens only work from 8 to 9 am? They're even more incredible than I thought!
10-10-2008 08:45
GaryVoshol
Re: pic: 604 - A nice clean integral
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Originally Posted by s_forbes
...So then that means that the Thunderchickens only work from 8 to 9 am? They're even more incredible than I thought!
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10-10-2008 17:24
DonRotolo
Re: pic: 604 - A nice clean integral
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Originally Posted by ComradeNikolai
The domain of the function MUST be 0 < x < 24, then (I see no modulus operator in there).
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Originally Posted by boiler
5 am on 1/3/09 til 9 pm on 2/17/2009
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