A 2 by X rectangle can obviously have 2*X circles of diameter 1 placed inside it without overlapping. What is the smallest integer X where a 2 by X box can have 2*X+1 non-overlapping circles placed inside it?
(In reply to
Then again...on second thought by Caleb)
More precisely, I can fit an infinite number of non-overlapping circles into such a rectangle. It does give *that* as a requirement. :P
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Posted by Caleb
on 2017-05-23 01:04:26 |