What is another word for Subtended?

Pronunciation: [sˈʌbtɛndɪd] (IPA)

Subtended is a term that is commonly used in mathematics and geometry to describe the angle formed by two intersecting lines or planes. Some synonyms for the word "subtended" include "enclosed," "bounded," "engulfed," and "embraced." These words all describe the concept of something being encompassed or enclosed by another object. Another synonym for "subtended" is "spanned," which refers to the idea of something being stretched or extended over a distance or area. Other related words that can be used in place of "subtended" include "measured," "defined," and "specified," as these all describe the act of determining the size or extent of something.

What are the paraphrases for Subtended?

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What are the hypernyms for Subtended?

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

What are the opposite words for Subtended?

Subtended is a word that refers to being supported from underneath or spanning between two points. The antonyms of subtended would be hanging, unsupported, or unspanned. Hanging suggests that the object is not secured from below and is instead suspended freely in the air. Unsupported relates to being without any foundation or support underneath, and unspanned means not stretched between two points. These antonyms convey a lack of stability and security, indicating that an object is not held in place or is unsupported, leaving it liable to falling or collapsing. Understanding subtended along with its antonyms is essential to positioning any object securely and ensuring its stability.

What are the antonyms for Subtended?

Usage examples for Subtended

The semi-diameter of a heavenly body is half the angle Subtended by the diameter of the visible disk at the eye of the observer.
"Lectures in Navigation"
Ernest Gallaudet Draper
The angle thus measured is called "the angle Subtended" by the window at the place where the measurement was made.
"A Text-Book of Astronomy"
George C. Comstock
The angular distance of these two stars in the heavens is not so great as the angle Subtended by a line an inch long viewed at a distance of half a mile.
"The Story of the Heavens"
Robert Stawell Ball

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