Ellipse is one of the conic sections,it is sort of elongated circle. It is the locus of a point that moves in such a way that the ratio of its distance from a fixed point to its distance from a fixed point to its distance from a fixed line equals to constant 'e'. According to Keplar's law of planetary motion,the ellipse is very important in the field of Astronomy. The author has developed a new theorem for a new property of ellipse
Finding the orthogonal (shortest) distance to an ellipsoid corresponds to the ellipsoidal height in ...
summary:Definition of affinity in a plane and its properties. Ellipse as an image of a circle in dif...
Knowledge about plane geometry and trianglesThe angle bisectors of a triangle ABC meet in a single p...
We introduce a string mechanism that traces both elliptic and hyperbolic arcs having the same foci. ...
summary:In the first part, we assume well known characteristics of ellipse which are given by triang...
Educação Superior::Ciências Exatas e da Terra::MatemáticaEnsino Médio::MatemáticaNewton showed this ...
In everyday life an ellipse is recognized as an orthogonal projection of a circle to a plane. The hi...
In this article, ellipse and circle will be learnt in depth via matrix algebra approach. The discuss...
Described is a dynamic investigation of an ellipse inscribed in a rectangle, with a view to properti...
We encounter ellipse everywhere around us. It is enough to lean a cylindrical glass of water to see ...
textCircles, parabolas, ellipses and hyperbolas are conic sections and have many unique properties. ...
Abstract. The classical Birkhoff conjecture says that the only integrable convex domains are circles...
This paper presents a Dandelin’s mathematical demonstration theorem, which is more intuitive than a ...
Theory of the figures of equilibrium was developed actively during XIX century when causes making th...
Problem. Through the midpoint P of a chord of a circle, any two chords, AB and CD, are drawn. If AD ...
Finding the orthogonal (shortest) distance to an ellipsoid corresponds to the ellipsoidal height in ...
summary:Definition of affinity in a plane and its properties. Ellipse as an image of a circle in dif...
Knowledge about plane geometry and trianglesThe angle bisectors of a triangle ABC meet in a single p...
We introduce a string mechanism that traces both elliptic and hyperbolic arcs having the same foci. ...
summary:In the first part, we assume well known characteristics of ellipse which are given by triang...
Educação Superior::Ciências Exatas e da Terra::MatemáticaEnsino Médio::MatemáticaNewton showed this ...
In everyday life an ellipse is recognized as an orthogonal projection of a circle to a plane. The hi...
In this article, ellipse and circle will be learnt in depth via matrix algebra approach. The discuss...
Described is a dynamic investigation of an ellipse inscribed in a rectangle, with a view to properti...
We encounter ellipse everywhere around us. It is enough to lean a cylindrical glass of water to see ...
textCircles, parabolas, ellipses and hyperbolas are conic sections and have many unique properties. ...
Abstract. The classical Birkhoff conjecture says that the only integrable convex domains are circles...
This paper presents a Dandelin’s mathematical demonstration theorem, which is more intuitive than a ...
Theory of the figures of equilibrium was developed actively during XIX century when causes making th...
Problem. Through the midpoint P of a chord of a circle, any two chords, AB and CD, are drawn. If AD ...
Finding the orthogonal (shortest) distance to an ellipsoid corresponds to the ellipsoidal height in ...
summary:Definition of affinity in a plane and its properties. Ellipse as an image of a circle in dif...
Knowledge about plane geometry and trianglesThe angle bisectors of a triangle ABC meet in a single p...