TRIQUADRANTAL Meaning and
Definition
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Triquadrantal is an adjective that refers to an object or shape that has three sides or angles which are each perpendicular or right angles. The term is derived from Latin roots: "tri" meaning three and "quadrant" meaning a quarter of a circle or 90 degrees. In geometry, a quadrangle refers to a polygon with four sides and four angles, and a right angle is one that measures exactly 90 degrees. Therefore, something that is triquadrantal possesses three right angles or is shaped like a quarter of a circle.
For example, a rectangular prism, which is a three-dimensional shape with six rectangular faces and twelve right angles, can be described as triquadrantal. Similarly, a rectangular plot of land that has three sides with straight, perpendicular edges and three 90-degree angles could also be classified as triquadrantal.
The term triquadrantal is primarily used in mathematical and geometric contexts to describe shapes or figures that exhibit these specific properties. It helps to identify and categorize shapes based on their angle properties, enabling mathematicians, engineers, and other professionals to classify and work with various geometric forms.
Common Misspellings for TRIQUADRANTAL
- rriquadrantal
- friquadrantal
- griquadrantal
- yriquadrantal
- 6riquadrantal
- 5riquadrantal
- teiquadrantal
- tdiquadrantal
- tfiquadrantal
- ttiquadrantal
- t5iquadrantal
- t4iquadrantal
- truquadrantal
- trjquadrantal
- trkquadrantal
- troquadrantal
- tr9quadrantal
- tr8quadrantal
- tri1uadrantal
- tri2uadrantal
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