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Math Question
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Posted 2007-09-22, 11:12 PM
How many combinations of three numbers can you have with the numbers 1 through 36?
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Posted 2007-09-23, 12:03 AM in reply to Kaneda's post "Math Question"
What rules are there? If position matters and each number can only be used once, it's 36x35x34. If position matters and numbers can be reused, it's 36x36x36. If position doesn't matter, only count of each number, it's a bit more complicated.
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Posted 2007-09-23, 04:41 PM in reply to WetWired's post starting "What rules are there? If position..."
Position doesn't matter and they can be re-used. Wow. So ya it would be to many to even bother with really.
Your fucking stupid
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Posted 2007-09-24, 06:47 AM in reply to klo's post starting "Position doesn't matter and they can be..."
um, 36*36 = 1296














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Posted 2007-09-24, 11:37 AM in reply to D3V's post starting "um, 36*36 = 1296"
D3V said:
um, 36*36 = 1296
It isn't that simple because combination of numbers 1-9 will be three numbers and two numbers are used once you hit two digits.

Edit: Oh whoops, I thought you said three digits not three numbers.

Il papa caca nei legno?

Last edited by RoboticSilence; 2007-09-24 at 11:41 AM.
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Posted 2007-09-24, 12:00 PM in reply to RoboticSilence's post starting "It isn't that simple because..."
Okay then, 36x36x36 then.. Right? That would be the most














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Posted 2007-09-24, 12:34 PM in reply to klo's post starting "Position doesn't matter and they can be..."
8436 combinations, though I can't figure out an equation for it. What's this for, anyway?

Edit: 
Just to be clear, I interpreted your post as asking for the number of arrangements of three identical balls in 36 baskets

Last edited by WetWired; 2007-09-24 at 12:50 PM.
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Posted 2007-09-24, 08:40 PM in reply to WetWired's post starting "8436 combinations, though I can't..."
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Posted 2007-09-25, 03:02 PM in reply to Kaneda's post starting "http://img167.imageshack.us/img167/1829/..."
Forum gold? what the fuck is that
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