Connectivity Table for a 3D Pyramid and Geometric Construction

This GeoGebra example demonstrates the connectivity relationships among vertices, edges, and faces of a three-dimensional pyramid (tetrahedron-like or quadrilateral pyramid), presented in a clear table format. The core mathematical concepts include solid geometry, polyhedron topology, vertex-edge-face incidence, plane intersections (cross-sections), and mirror symmetry transformations. The construction uses GeoGebra commands such as TableText to generate the connectivity table, Point for vertices, Polygon and Pyramid to build the solid, Plane to define cutting planes, Mirror for reflection, and Segment for edges. Key objects include vertices A, B, C, D, E, edges like RibbeAE, faces like zijvlakABE, auxiliary point F, and matrix_1. This is suitable for high school or undergraduate geometry education, helping students visualize and understand the topological structure of polyhedra and spatial relationships.