What is another word for equilateral?

Pronunciation: [ˌiːkwɪlˈatəɹə͡l] (IPA)

Equilateral is an adjective that describes a geometric figure with three equal sides. There are several synonyms for this word such as isosceles, equiangular, regular, and equifacial. Isosceles means that a triangle has two equal sides, while equiangular refers to a figure with three equal angles. Regular means that a polygon has all sides and angles equal, while equifacial describes a polyhedron in which all faces are congruent. These synonyms are useful when trying to describe a shape that has equal dimensions, angles, or faces. By using these synonyms, you can add precision and clarity to your language when talking about geometry.

What are the hypernyms for Equilateral?

A hypernym is a word with a broad meaning that encompasses more specific words called hyponyms.

What are the hyponyms for Equilateral?

Hyponyms are more specific words categorized under a broader term, known as a hypernym.
  • hyponyms for equilateral (as nouns)

What are the opposite words for equilateral?

There are several antonyms for the word "equilateral," which refers to a shape with sides of equal length. Some antonyms include "asymmetrical," "irregular," "unequal," "lopsided," and "dissimilar." These words describe shapes and objects that do not have uniform sides or measurements, which can make them visually interesting, but more difficult to work with in certain contexts. For example, an asymmetrical garment might be fashionable on the runway, but difficult to wear in everyday life. Similarly, an irregularly shaped building might be aesthetically pleasing, but require additional resources and planning to construct. Understanding antonyms for common mathematical and geometric terms can help individuals better communicate and problem-solve in a variety of situations.

What are the antonyms for Equilateral?

Usage examples for Equilateral

This last gentleman ascertained, by weighing, that the area of the circle is very nearly that of the square on the side of the inscribed equilateral triangle: which it is, as near as 3.162 ...
"A Budget of Paradoxes, Volume II (of II)"
Augustus de Morgan
I was delighted to find that my little tent was impervious to water, though its thickness was but of one layer of blanket: it was a single ridge with two poles, 7 feet high, 8 feet long, and 8 feet broad at the base, forming nearly an equilateral triangle in front.
"Himalayan Journals V2."
J. D. Hooker
Even in the first proposition of all, where he constructs an equilateral triangle on a given base, he uses two circles which are assumed to intersect.
"Mysticism and Logic and Other Essays"
Bertrand Russell

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