DG. Ants on a Rod
Peter Winkler tell us which full house to choose, and asks: How long must we wait until all the ants fall off the rod?
December 26, 2007 · The Mathcast, answers, math puzzles · Permalink
«« DF. The Best Full House· · · Q & A: A little puzzle »»
Peter Winkler tell us which full house to choose, and asks: How long must we wait until all the ants fall off the rod?
RSS feed for comments on this post · TrackBack URL
You must be logged in to post a comment.
May 14, 2008: We are very pleased to announce that we are now a regular column on the Mathematical Association of America's MAAonline!
The Math Factor Podcast is brought to you by:C Goodman-Strauss·· KUAF 91.3 FM·· Math Dept·· Univ. Ark·· XHTML ·· CSS

jlundell said,
December 28, 2007 at 7:33 pm
100 seconds, the simplifying insight being that, for our purposes, the collision behavior of the ants is equivalent to the ants simply passing each other and swapping name tags.
The minimum time approaches zero as the minimum ant-to-ant spacing approaches zero (and since this is a math puzzle, we can presumably treat the ants as dimensionless points).