Report, edit, etc...Posted by Dr.Shotgun on 2005-09-17 at 20:22:17
Anways, I'll get to the point. What is the growth for the combination 31c(x), when X starts at 0 and ends at 32? Please tell me how you did it and explain. I know it has something to do with (x!)(32-x!)'s growth.
DTBK will probably laugh at me.
DTBK will probably laugh at me.
Report, edit, etc...Posted by Zycorax on 2005-09-17 at 20:23:54
What the hell does that mean?
And whats the point to solve it?
And whats the point to solve it?
Report, edit, etc...Posted by CheeZe on 2005-09-17 at 20:31:57
Are you trying to find the equation? If so, what the heck is the original function? Then just put sigma sign before it and be like x = 0, 32 above and below it.
Report, edit, etc...Posted by Dr.Shotgun on 2005-09-17 at 20:38:55
Its a combination, nCk=n!/k!(n-k)!
So if n=32 and k is a variable with the domain 0-32, what is the growth of the combination?
So if n=32 and k is a variable with the domain 0-32, what is the growth of the combination?
Report, edit, etc...Posted by Tmac on 2005-09-17 at 21:20:48
IS this homework?
Report, edit, etc...Posted by SacredElf on 2005-09-17 at 21:22:55
i dont really understand nothing of that 
Report, edit, etc...Posted by Oo.Turin.oO on 2005-09-17 at 21:36:51
QUOTE(SacredElf @ Sep 17 2005, 05:22 PM)
i dont really understand nothing of that
[right][snapback]316231[/snapback][/right]
[right][snapback]316231[/snapback][/right]
i used to but then i went on summer vacation
but i do no that x! is x factorials...don't ask i don't rememberReport, edit, etc...Posted by DT_Battlekruser on 2005-09-17 at 22:25:39
QUOTE(Dr.Shotgun @ Sep 17 2005, 05:21 PM)
Anways, I'll get to the point. What is the growth for the combination 31c(x), when X starts at 0 and ends at 32? Please tell me how you did it and explain. I know it has something to do with (x!)(32-x!)'s growth.
DTBK will probably laugh at me.
[right][snapback]316180[/snapback][/right]
DTBK will probably laugh at me.
[right][snapback]316180[/snapback][/right]
QUOTE(Dr.Shotgun @ Sep 17 2005, 05:38 PM)
Its a combination, nCk=n!/k!(n-k)!
So if n=32 and k is a variable with the domain 0-32, what is the growth of the combination?
[right][snapback]316201[/snapback][/right]
So if n=32 and k is a variable with the domain 0-32, what is the growth of the combination?
[right][snapback]316201[/snapback][/right]
No laughs...
So, you want what of f(r) = [sub]32[/sub]C[sub]r[/sub]? What about it? It is a scatter of points.
The equation reduces to
f(r) = 32!/x!(32-x)!
I do not understand the question at all.
Report, edit, etc...Posted by Dr.Shotgun on 2005-09-18 at 12:18:09
I thought it could somehow be simplified.
Report, edit, etc...Posted by BeeR_KeG on 2005-09-18 at 12:39:43
Seems to me like someone is trying to find the limit of that fundtion, but doesn't know the cencepts behind limits.
I still don't really know what you want. Just post the entire problem with instructions and everything, don't summarize a thing.
QUOTE
Its a combination, nCk=n!/k!(n-k)!
So if n=32 and k is a variable with the domain 0-32, what is the growth of the combination?
So if n=32 and k is a variable with the domain 0-32, what is the growth of the combination?
QUOTE
Anways, I'll get to the point. What is the growth for the combination 31c(x), when X starts at 0 and ends at 32? Please tell me how you did it and explain. I know it has something to do with (x!)(32-x!)'s growth.
DTBK will probably laugh at me.
DTBK will probably laugh at me.
I still don't really know what you want. Just post the entire problem with instructions and everything, don't summarize a thing.
Report, edit, etc...Posted by CheeZe on 2005-09-18 at 12:47:52
I think he wants to know the (x,y) values as x = 0 end 32 (for loop) 31Cx. =/
Report, edit, etc...Posted by Dr.Shotgun on 2005-09-18 at 13:02:40
just forget it, sorry for the inconvienience.