I have a square which consists of i by i equally sized boxes for a t.pdf
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The document discusses the problem of randomly distributing n objects into n equally sized boxes within a square grid. It indicates that each box can hold only one object and provides a formula for the solution, c(n,n) = n!/n!(n-n)!. The context suggests a combinatorial approach to the arrangement of objects.
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I have a square which consists of i by i equally sized boxes for a t.pdf
- 1. I have a square which consists of i by i equally sized boxes for a total of N=i*i boxes. In how many ways could I randomly throw n objects or particles into these N boxes? (where n < N and only 1 object fits in each box) Solution C(N,n) = N!/n!(N-n)!