The circumcenter lies outside of, for 10 points, what type of triangle featuring an angle larger than 90 degrees?
This type of triangle features an angle with a negative value for cosine. It is impossible to inscribe more than one square in this type of triangle. The Pythagorean Theorem doesn't apply to these triangles, as c squared would be (*) larger than a squared plus b squared. The circumcenter lies outside of, for 10 points, what type of triangle featuring an angle larger than 90 degrees?
This type of triangle features an angle with a negative value for cosine.
obtuse triangle (do not accept or prompt anything else)