Ellipse is a closed curve that can be obtained from a circle after an affin transformation. Ellipses are found in many areas of mathematics, physics and other sciences.

Definition

Ellipse can be defined as a geometric place of points, the sum of the distances from which up to two fixed points called tricks is equal to a constant value. This constant value is called the length of the large axis of the ellipse.

Basic properties

The ellipse has two symmetry axes that pass through the tricks. The length of the large axis is greater than the length of the small axis. The Ellipse Center is the intersection point of its axes. Ellipse plane is perpendicular to its axes of symmetry. Types of ellipses

Ellipses can be divided into two main types:

The circle is a special case of an ellipse when the tricks coincide. Oval is an ellipse that has a large axis of more a small axis. Legies are an ellipse in which a large axis is equal to a small axis. Applications

Ellipses are found in many areas of mathematics, physics and other sciences. For example, the orbits of the planets around the Sun are elliptical. Ellipses are also used in optics to describe the shape of lenses and mirrors.

Interesting Facts

The largest famous elliptical orbit belongs to the Clole Cometu, which has a circulation period of about 76 years. Ellipses are used in art to create an illusion of depth and prospects. Ellipses are also used in architecture for the design of buildings and structures. Ellipses are beautiful and interesting figures that are found in many areas of life.