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What is another word for interior polygon?

Pronunciation: [ɪntˈi͡əɹɪə pˈɒlɪɡən] (IPA)

An interior polygon is a term used in geometry to describe a closed shape formed by a set of connected line segments, all of which lie within the shape itself. Synonyms for interior polygon include "enclosed shape", "bounded figure" or "inner polygon". These terms emphasize the concept of a polygon as a self-contained entity with defined boundaries. In mathematical terms, an interior polygon is referred to as a "convex polygon" when all of its angles are less than 180 degrees. Overall, whether using the term interior polygon or its synonyms, they all refer to a geometric shape that is fully enclosed within its own boundaries.
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What are the opposite words for interior polygon?

Exterior polygon is an antonym for interior polygon. An interior polygon is a polygon that lies completely inside another polygon. On the other hand, an exterior polygon is a polygon that lies completely outside another polygon. In geometry, a polygon is a closed two-dimensional figure bounded by straight lines. Both interior and exterior polygons can be regular or irregular, convex or concave. The concept of interior and exterior polygons is widely used in mathematics, especially in geology, computer graphics, and cartography. The distinction between these two antonyms plays an essential role in determining the positions of objects and spaces within a given area.

What are the antonyms for Interior polygon?

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