I placed six points on the circumference of a circle such that the distance between any two of the points is an integer. What is the smallest such circle I could use?
What if each distance must be unique?
(In reply to
re: Solution with nondistinct sides by Penny)
the radius of the circle is irrational, yes. and the point locations are irrational as well. but, all the distances between the points are integers, and that's what the problem asked for.

Posted by sundberg
on 20040819 13:00:28 