circumellipse造句

• Further, every triangle has a unique Steiner circumellipse, which passes through the triangle's vertices and has its center at the triangle's centroid.
• The given ellipse, going through this triangle's three vertices and centered at the triangle's centroid, is called the triangle's Steiner circumellipse.
• The Lucas cubic passes through the centroid, orthocenter, Gergonne point, Nagel point, de Longchamps point, other triangle centers, the vertices of the anticomplementary triangle, and the foci of the Steiner circumellipse.
• The Steiner inellipse contrasts with the Steiner circumellipse, also called simply the Steiner ellipse, which is the unique ellipse that touches a given triangle at its vertices and whose center is the triangle's centroid.
• In geometry, the "'Steiner ellipse "'of a triangle, also called the "'Steiner circumellipse "'to distinguish it from the Steiner inellipse, is the unique circumellipse ( ellipse that touches the triangle at its equilateral.
• In geometry, the "'Steiner ellipse "'of a triangle, also called the "'Steiner circumellipse "'to distinguish it from the Steiner inellipse, is the unique circumellipse ( ellipse that touches the triangle at its equilateral.