Re: Inventory Arrangement Problem
gremlinn, on host 204.210.33.133
Friday, December 22, 2000, at 18:32:16
Re: Inventory Arrangement Problem posted by gabby on Friday, December 22, 2000, at 15:06:43:
> ...Then I did it a way that actually makes sense, but naturally my connection decided to quit for the day. Maybe this is better. > > N-4R=0 > N-4[(N+4)/5]=0 > N-4N/5-16/5=0 > N/5=16/5 > N=16 > > Adding 4 to N in the second step is to make it a multiple of 5. Adding 1, 2, and 3 is also possible, but they produce lower values of N. > > gab"Or maybe not."by
Well, that is the right answer, but I'm not sure I understand the steps (why would N have to be a multiple of 4 in the first step?). And in general, if the maximum number of columns is C, then the most items you can have without using the last column is (C-1)^2. I will try to post the proof that I wrote.
--gremlinn
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