Precisely two of the median lengths of a Heronian triangle are integers. The remaining median length is not an integer.

Determine the minimum possible value of the smaller of the two integer median lengths.

I incorrectly interpreted the functions to generate heronian triangles as having integer values, n, m, and k, and not just rational values. Disregard this comment.

Edited on December 14, 2009, 2:33 am

Posted by Justin on 2009-12-13 19:16:32