To see this working, head to your live site.

Search

May 01, 2020

# Suppose S is a set of 2017 points in the plane that are not collinear. Prove that S always contains 3 points whose circumcenter is not in S.

Suppose S is a set of 2017 points in the plane that are not collinear. Prove that S always contains 3 points whose circumcenter is not in S.

0 answers0 replies

0