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We have distributed two hundred balls into one hundred boxes with the restrictions that no box got more than one hundred balls, and each box got at least one. Prove that it is possible to find some boxes that together contain exactly one hundred balls.
Although I am aware of the proof, I do not understand the part where the only partial sum
is
. Can someone give some kind of a commentary on the proof?
Although I am aware of the proof, I do not understand the part where the only partial sum


This post has been edited 1 time. Last edited by SomeonecoolLovesMaths, May 30, 2025, 9:45 AM