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https://math.answers.com/math-and-arithmetic/How_are_hexagons_a_subcategory_of_polygons

How are hexagons a subcategory of polygons? - Answers

Hexagons are a subcategory of polygons because they are defined as six-sided polygons. Polygons are flat, two-dimensional shapes with straight sides, and they can have any number of sides. Since hexagons meet the criteria of having straight edges and being enclosed, they fit within the broader category of polygons. Thus, all hexagons are polygons, but not all polygons are hexagons.



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How are hexagons a subcategory of polygons? - Answers

https://math.answers.com/math-and-arithmetic/How_are_hexagons_a_subcategory_of_polygons

Hexagons are a subcategory of polygons because they are defined as six-sided polygons. Polygons are flat, two-dimensional shapes with straight sides, and they can have any number of sides. Since hexagons meet the criteria of having straight edges and being enclosed, they fit within the broader category of polygons. Thus, all hexagons are polygons, but not all polygons are hexagons.



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https://math.answers.com/math-and-arithmetic/How_are_hexagons_a_subcategory_of_polygons

How are hexagons a subcategory of polygons? - Answers

Hexagons are a subcategory of polygons because they are defined as six-sided polygons. Polygons are flat, two-dimensional shapes with straight sides, and they can have any number of sides. Since hexagons meet the criteria of having straight edges and being enclosed, they fit within the broader category of polygons. Thus, all hexagons are polygons, but not all polygons are hexagons.

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      Hexagons are a subcategory of polygons because they are defined as six-sided polygons. Polygons are flat, two-dimensional shapes with straight sides, and they can have any number of sides. Since hexagons meet the criteria of having straight edges and being enclosed, they fit within the broader category of polygons. Thus, all hexagons are polygons, but not all polygons are hexagons.

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