Examples of 'its vertices' in a sentence
Meaning of "its vertices"
This phrase is used in mathematics to refer to the points where two or more lines or edges meet to form an angle or a corner. It is often used when discussing shapes, polygons, or three-dimensional objects
How to use "its vertices" in a sentence
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its vertices
Its vertices are identical to those of the cuboctahedron.
A path is simple if its vertices are all different.
Its vertices can lie on a horocycle or hypercycle.
A polygon is inscribed in a circle if each of its vertices.
Each of its vertices in its base is a regular pentagon.
Construct a polygon by giving its vertices.
This compound shares its vertices with the compound of twelve pentagonal antiprisms with rotational freedom.
A polygon is given by listing the coordinates of its vertices.
A path is called simple if all its vertices are distinct from one another.
The principal eigenvector is used to measure the centrality of its vertices.
An edge is said to match if both of its vertices have the same color.
A polygon might be specified using the coordinates of each of its vertices.
Its vertices are decorated with balls in the Isabelline Gothic style.
A triangle is named by its vertices.
Its vertices are constructed from 3 orthogonal axes.
See also
The complexity of an object relates to the number of its vertices and faces.
It shares its vertices with the compound of 6 pentagonal antiprisms.
The total degree of a graph is the sum of the degrees of all its vertices.
The distance from the solid 's center to its vertices is equal to its edge length.
The points that form the simplex in this way are called its vertices.
Given a convex r-dimensional polytope P, a subset of its vertices containing ( r+1 ) affinely independent points defines an r-simplex.
It is one of six Catalan solids to not have a Hamiltonian path among its vertices.
A polytope or tiling may be called k-isogonal if its vertices form k transitivity classes.
In other words, the graph has a graph automorphism, which is a cyclic permutation of its vertices.
It is also 3-vertex-connected, the removal of any two of its vertices leaves a connected subgraph.
Some symmetrical polygons were determined, with targets located on its vertices.
A triangle-free graph is a graph that has no cliques other than its vertices and edges.
The cross-polytope is the convex hull of its vertices.
To create a polyface mesh, you specify coordinates for its vertices.
A hypergraph is said to be vertex-transitive ( or vertex-symmetric ) if all of its vertices are symmetric.
Krein-Milman theorem, A convex polygon is the convex hull of its vertices.
Krein - Milman theorem, A convex polygon is the convex hull of its vertices.
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Examples of using Vertices
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Two vertices are adjacent if they are connected by an edge
A path is simple if its vertices are all different
Incoming vertices are multiplied by the matrix stack
