ellipse

/i'lips/
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ellipse

An astronomer draws an ellipse on a whiteboard to show a planet's orbit.

Definition
  1. Noun:
    • A closed, oval-shaped plane curve: An ellipse is a geometric shape that resembles a flattened circle. It is defined as the set of all points for which the sum of the distances to two fixed points (called foci) is constant.
Usage
  • The word ellipse is used primarily in mathematics, geometry, astronomy, and related technical fields to describe this specific shape.
  • It is a countable noun (e.g., , ).
Examples
  • Noun:
    • The orbits of planets around the sun are ellipses, not perfect circles.
    • She drew a perfect ellipse on the whiteboard to illustrate the concept.
    • The architect used an ellipse as the base shape for the building's design.
Advanced Usage
  • "The foci of an ellipse": The two fixed points inside an ellipse used to define it.
    • In the diagram, points F1 and F2 are the foci of the ellipse.
  • "The major/minor axis of an ellipse": The longest and shortest diameters of the ellipse.
    • The length of the major axis is twice the semi-major axis.
Variants and Related Words
  • Elliptical (adj): Having the shape of an ellipse; or, in language, using an ellipsis (omission of words).
    • The room had an elliptical ceiling. (Shaped like an ellipse)
  • Ellipsoid (n): A three-dimensional shape whose plane sections are all ellipses or circles.
    • The planet is not a perfect sphere but an ellipsoid.
Synonyms
  • Oval: A more general, non-technical term for an egg-shaped or elongated round shape. Note: All ellipses are ovals, but not all ovals are mathematically perfect ellipses.
Notes on Different Meanings
  • Ellipse vs. Ellipsis: Do not confuse ellipse (the geometric shape) with ellipsis (the punctuation mark "..." indicating an omission in text). They have different meanings and uses.
ellipse

An astronomer draws an ellipse on a whiteboard to show a planet's orbit.

Noun
  1. a closed plane curve resulting from the intersection of a circular cone and a plane cutting completely through it
    • the sums of the distances from the foci to any point on an ellipse is constant