I am working on a problem where I calculate the result of nCr given n,r. n is the length of an array and r is the remaining length of a second array (ex: @t = (4,5,6,x,x,x) where x is an available spot).

What I want to do is take every combination of nCr and place those into separate arrays. So, using the above example @t and @array = (10,11,12,13,14), I want to get the 10 arrays from combining @t and @array with regards to 5C3. I can see this as a recursive solution, but I haven't wrapped my mind around the actual solution. Ideally, the solution will allow for nC1 and nCn cases. Anyway, I'm going to give it a stab after I get some sleep, but I would like to see other ideas as well.

Note: This is for a toy project at home. All would be homework denouncers can make mental note that I have been out of school for over a year now. It occurred to me that this is rather homeworky, so I figured that I'd be better off on getting real answers if I made this statement from the beginning. Thanks.

ALL HAIL BRAK!!!


In reply to nCr arrays of size r by PsychoSpunk

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