I know that it is possible to construct an approximation of ellipses using 4 arcs, but are there any ellipses that can be constructed from arcs with 100 percent accuracy?
Usually, the construction would be slightly off: approximation vs real
Is it possible the there exists an ellipse where this is not the case? And it can be perfectly represented using arcs?
I imagine this is impossible. But in my research, I never managed to find a definitive answer.