Assertion: tetrahedron's edge | /r/CapableOf | connect the vertex
Facets:
value: through the center of the projection
type: LOCATION
value: to another
type: TRANSITIVE-OBJECT
Source sentences:
text: The angle α, is the angle between the two edges connecting the vertex d to the vertices b and c.
text: For a polygon an edge is a line segment on the boundary joining one vertex (corner point) to another.
text: All other combinatorial information about these solids, such as total number of vertices (V), edges (E), and faces (F), can be determined from p and q. Since any edge joins two vertices and has two adjacent faces we must have:
text: A midplane is defined as a plane that is orthogonal to an edge joining any two vertices that also contains the centroid of an opposite edge formed by joining the other two vertices.
text: An edge connects these two vertices through the center of the projection.
text: The angle is the angle between the two edges connecting the vertex d to the vertices b and c.