Given a quadrilateral with side lengths 2, 4, 5, and 6 units, what is the radius of the largest circle which can be drawn completely inside of it?
If we permute the sides, we could have one of three different shapes:
2 4 5 6 (original)
4 2 5 6 (Brian's)
4 5 2 6 (a third)
Does it matter which we choose? Are there now 3 problems?