A Ceva Curve for a Point in the Plain of a Triangle

Sava Grozdev 1), Veselin Nenkov 2)

1) Bulgarian Academy of Sciences
2) Technical College Lovech

Abstract. The paper describes a way to obtain conics, which are defined by an arbitrary circumscribed conic of a given triangle and a point in the plane of the triangle. Some properties of the obtained conics are noted.

Keywords: triangle, homothety, conic, Ceva circle, Ceva curve, Feuerbach configuration, Euler curve, Nagel point, GSP

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