What is another word for rectilinear?

Pronunciation: [ɹˈɛktɪlˌɪni͡ə] (IPA)

Rectilinear is a term used to describe something that is straight or composed of straight lines. There are numerous synonyms for this term, which can be used interchangeably to describe a straight or geometric shape. Some common synonyms include linear, straight-edged, lined, and angular. Other words that can be used as a synonym for rectilinear include planar, flat, sharp-edged, perfectly straight, and orthogonal. These words are often used to describe geometric shapes and patterns, as well as objects and structures that have straight lines and sharp corners. Regardless of the context, these synonyms can add variety and interest to your writing by providing alternative ways to describe the same concept.

What are the opposite words for rectilinear?

The word rectilinear is used to describe something that is straight or made up of straight lines. Its antonyms, on the other hand, refer to anything that has a curvature or bend to it. Some antonyms for rectilinear could include words like curved, round, wavy, crooked or irregular. Other antonyms for rectilinear include words like dihedral, angled or oblique which refer to lines or shapes that are not straight but are at an angle or slanted. In summary, rectilinear is a word that describes something straight, while its antonyms describe things with curves, bends, angles or slants.

What are the antonyms for Rectilinear?

Usage examples for Rectilinear

A stone similarly cast into empty space would pursue a course absolutely rectilinear.
"The Story of the Heavens"
Robert Stawell Ball
Admitting, then, the rectilinear path of the body, the next question which arises relates to the velocity with which that movement is performed.
"The Story of the Heavens"
Robert Stawell Ball
The actual path is, indeed, more complicated than a simple rectilinear movement.
"The Story of the Heavens"
Robert Stawell Ball

Famous quotes with Rectilinear

  • The trisection of an angle was effected by means of a curve discovered by Hippias of Elis, the sophist, a contemporary of Hippocrates as well as of Democritus and Socrates. The curve was called the because it also served (in the hands, as we are told, of Dinostratus, brother of Menæchmus, and of Nicomedes) for squaring the circle. It was theoretically constructed as the locus of the point of intersection of two straight lines moving at uniform speeds and in the same time, one motion being angular and the other rectilinear.
    Thomas Little Heath

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