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What is the name of the place on a solid where three or more edges meet?
That is a vertex.
What is the name of the place on a solid were three or more edges meet?
A corner
What is the name of the place on solid where three or more edges meet?
The place on a solid where three or more edges meet is called a vertex. In geometric terms, a vertex is a point where two or more curves, lines, or edges converge. In three-dimensional shapes, multiple vertices contribute to the overall structure and form of the solid.
How many edges of the cube meet at each vertex?
Three edges meet at each vertex.
What is the name of a corner where three or more edges meet?
Vertex.
What is the name of the place on a solid where three or more edges meet?
That is a vertex.
What is the name of the place on a solid were three or more edges meet?
A corner
What is the name of the place on solid where three or more edges meet?
The place on a solid where three or more edges meet is called a vertex. In geometric terms, a vertex is a point where two or more curves, lines, or edges converge. In three-dimensional shapes, multiple vertices contribute to the overall structure and form of the solid.
How many edges of the cube meet at each vertex?
Three edges meet at each vertex.
How many edges meet at a vertex?
A vertex can be the corner of a polyhedron in which case at least three edges meet at a vertex.
A corner where three edges meet?
A corner where three edges meet is also called a vertex. A vertex can be also used in Algebra 2, in Quadratic Equations.
The point where three or more edges meet?
Vertice.
The point where three or more edges meet on a three dimensional figure?
vertex
The point where three or more edges meet is?
vertices
What is a formed where three or more edges of a polygon meet?
Vertex
What is the name of a corner where three or more edges meet?
Vertex.
How many edge meet at each vertex of a cuboid?
In a cuboid, three edges meet at each vertex. A cuboid has eight vertices, and at each vertex, the three edges correspond to the three dimensions (length, width, and height) of the cuboid. Thus, every vertex is formed by the intersection of these three edges.
