When conic sections are introduced to mathematics classes, certain real-world examples are often cited. Favorites include lamp-shade shadows for hyperbolas, paths of baseballs for parabolas, and planetary orbits for ellipses. There is, however, another outstanding example of an ellipse. Known simply as the Ellipse, it is a gathering place for thousands of Americans every year, an
In everyday life an ellipse is recognized as an orthogonal projection of a circle to a plane. The hi...
We solve simultaneously the equations of a plane and a cone and show that the intersections are circ...
Projectiles follow parabolic paths and planets move in elliptical orbits. Circles, hyperbolas, parab...
When conic sections are introduced to mathematics classes, certain real-world examples are often cit...
We encounter ellipse everywhere around us. It is enough to lean a cylindrical glass of water to see ...
Explores the development of the ellipse and presents mathematical concepts within a rich, historical...
The study of conic sections can be traced back to ancient Greek mathematicians, usually to Applo-nio...
Knowledge in basic geometryTwo rings of equally spaced concentric circles intersect at points that d...
Ellipses find wide applications in mathematics, physics, and engineering. Elliptic shapes are used i...
We introduce a string mechanism that traces both elliptic and hyperbolic arcs having the same foci. ...
textCircles, parabolas, ellipses and hyperbolas are conic sections and have many unique properties. ...
Conic sections, or conics, include the various geometric figures created by the intersection of a pl...
In this paper we discuss some issues related to Conic Sections: ellipse, parabola and hyperbole. The...
This work grew out of the following question: why do we find the elliptical form in architecture onl...
We solve simultaneously the equations of a plane and a cone and show that the intersections are circ...
In everyday life an ellipse is recognized as an orthogonal projection of a circle to a plane. The hi...
We solve simultaneously the equations of a plane and a cone and show that the intersections are circ...
Projectiles follow parabolic paths and planets move in elliptical orbits. Circles, hyperbolas, parab...
When conic sections are introduced to mathematics classes, certain real-world examples are often cit...
We encounter ellipse everywhere around us. It is enough to lean a cylindrical glass of water to see ...
Explores the development of the ellipse and presents mathematical concepts within a rich, historical...
The study of conic sections can be traced back to ancient Greek mathematicians, usually to Applo-nio...
Knowledge in basic geometryTwo rings of equally spaced concentric circles intersect at points that d...
Ellipses find wide applications in mathematics, physics, and engineering. Elliptic shapes are used i...
We introduce a string mechanism that traces both elliptic and hyperbolic arcs having the same foci. ...
textCircles, parabolas, ellipses and hyperbolas are conic sections and have many unique properties. ...
Conic sections, or conics, include the various geometric figures created by the intersection of a pl...
In this paper we discuss some issues related to Conic Sections: ellipse, parabola and hyperbole. The...
This work grew out of the following question: why do we find the elliptical form in architecture onl...
We solve simultaneously the equations of a plane and a cone and show that the intersections are circ...
In everyday life an ellipse is recognized as an orthogonal projection of a circle to a plane. The hi...
We solve simultaneously the equations of a plane and a cone and show that the intersections are circ...
Projectiles follow parabolic paths and planets move in elliptical orbits. Circles, hyperbolas, parab...