An inscribed circle is the same as a circumscribed circle true or false

Off the top of my head, I cannot think of a circumstance that would make this true. There isn't even 1 exception, especially if you are talking about an incircle and circumcircle for a triangle. They are constructed in entirely different ways which means that they can never be the same thing.

A circumcircle is constructed by using the 3 vertex points of the triangle. An incircle is constructed by using the angle bisectors and perpendiculars. Even with the most regular equiangular triangles are the centers coincident.

False.

nope.   happens to me as well.

-aparri