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A line segment at which two faces of a prism meet?
Technically, that's known as an "edge" of the prism.
Name of the line segment at which two faces of a prism meet?
That would be an edge.
What is a line segment where two faces of a solid figure meet?
They meet at an edge
A line segment formed when two faces meet?
edge
What is the edge of a prism?
The edge of a prism is a line segment where two faces of the prism meet. In a typical prism, which has two parallel bases and rectangular or polygonal lateral faces, each edge connects the vertices of these faces. The number of edges in a prism depends on the number of sides of its base; for example, a triangular prism has 9 edges, while a rectangular prism has 12. Edges play a crucial role in defining the shape and structure of the prism.
The line segment where two or more faces of a solid figure meet?
An edge is the the answer
The line segment where two faces of a solid figure meet?
Edge. (:
What is an edge for triangular prism?
An edge of any solid shape is the line where two faces meet.
How do you find the diagonal for a rectangular prism?
Select any vertex.There are three faces that meet at that vertex. Find the vertex at which the other three faces meet. The line joining these two vertices is the principal diagonal of the rectangular prism.
What is the line segment where tow faces of a three dimensional shape meet is?
The line segment where two faces of a three-dimensional shape meet is called an "edge." Edges are the boundaries between the faces and define the shape's structure. In polyhedra, for example, edges connect vertices and are crucial for determining the geometric properties of the shape.
What is a edge in math?
An edge is an area of a 3D figure where two faces meet to form a line segment.
Which term describes the segment in which two faces of a polyhedron meet?
The term that describes the segment in which two faces of a polyhedron meet is called an "edge." Edges are the line segments that form the boundary between two adjacent faces and are essential in defining the shape and structure of the polyhedron. Each edge connects two vertices, where the corners of the polyhedron meet.
