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👉 Ellipsoidal.

ellipsonic

👉 Ellipsoids are a class of two-dimensional geometric shapes that have an ellipse as their shape. Ellipsoids can be classified into various subtypes based on their properties such as their radius, eccentricity, and the number of points at which they touch each other. In geometry, an ellipsoid is defined as a three-dimensional object with an ellipsoid-like property, where the major axis (the longest diameter) is aligned with the z-axis, and the minor axes are parallel to the xy-plane

ellipsoids

👉 In mathematics, an ellipsoid is a three-dimensional object consisting of all points that are equidistant from a given set of centers and parallel to a given plane. It has two types: ellipsoidal and parabolic. Ellipsoids can be thought of as a generalization of spheres, but they do not have the same number of dimensions. An ellipsoid with three equal axes is called an oblate ellipsoid, while one with two equal axes is called an prolate ellipsoid.

ellipsoidal

👉 An ellipsoid is a type of conic section, which is a curve formed by the intersection of a cone and a plane. It has two-dimensional cross sections that are ellipses, meaning they are symmetric about their major axis and minor axis. Ellipsoids can be classified into three main types: 1.

Hyperboloid of One or Two Sheets

: This type includes ellipsoids with one sheet as the boundary. The equation for a hyperboloid is given by: \

ellipsoid

👉 Ellipsoidion is the act or process of being an elliptical-shaped object, often associated with a conical shape and typically having two equal axes in length. It's also known as a paraboloid, which is a generalization of the cone by adding an axis perpendicular to the plane that contains both axes.

Ellipsoidion

👉 An ellipsoid is a three-dimensional shape with an equal, circular cross-sections. It can be either a sphere or a disk, depending on its size and shape.

Ellipsoidisporodochium

👉 Ellipsoid

Ellipsaria