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Definitions from the WebConcave PolyhedronDescription:A concave polyhedron is a three-dimensional geometric figure consisting of flat polygonal faces, straight edges, and sharp vertices, where at least one of the internal angles is greater than 180 degrees. It is a type of polyhedron that has inwardly curved or sunken faces. Examples:As a Noun:1. The dodecahedron-shaped dice used in role-playing games is an example of a concave polyhedron. 2. The architect designed a stunning building with concave polyhedrons as its distinctive feature. 3. The geodesic dome is a famous concave polyhedron, often used for creating large-scale structures. As an Adjective:1. The artist created a mesmerizing sculpture by incorporating concave polyhedron shapes. 2. The concave polyhedron mirror on the wall gave an illusion of depth and dimension to the room. 3. The mathematician's research focused on the properties of concave polyhedron geometries. Related Products:Find books and educational materials related to concave polyhedron on Amazon: Concave Polyhedron on Amazon | ||||
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