Примеры использования The vertices на Английском языке и их переводы на Русский язык
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The vertices have values 1 or 3.
Click and drag the vertices of the triangle.
The vertices used to be static, and now they're.
Click and drag the vertices of the quadrilateral.
At first,[ math] parent( v):= v[/math] for all the vertices.
Люди также переводят
Denote the vertices by v1, v2, and v3.
A logarithmic spiral can be drawn through the vertices.
These are the vertices of a subgraph, the U3(3) graph.
The vertices are sometimes called ideal vertices. .
Click and drag the vertices to modify the triangle.
Creates nonrational splines on which you cannot control the vertices.
All the vertices reachable from some vertex; .
They then use as a separator the vertices of one of these cycles.
At each of the vertices are located in the beautiful medieval fortress tower.
Compute the matrix of distances between all the vertices of this graph.
Despite this, all the vertices have rational coordinates.
Place the first eight regular polygons at the vertices of an octagon.
Click and drag the vertices to modify the triangle.
An edge is a first-class entity with an identity independent of the vertices it connects.
In the tournament digraph, the vertices correspond to the players.
The vertices of the graph are labeled sequentially with integer keys starting from to N-1 N≤ 10000.
Specify a polygon by marking the vertices of the polygon on the map.
Aleksandrov on the existence of a convex polyhedron with given curvatures at the vertices.
In terms of the image: the vertices can not be dark blue triangles.
The vertices corresponding to the results of operations(output data) are marked by large circles.
Note how the edges of the spline between the vertices cross each other in the middle.
Given that some of the vertices are colored already, what is this conditional expectation?
Isomorphism of numbered graphs should also correspond the vertices with the same numbers.
Geometrically, the points are the vertices and the blocks are the faces of a tetrahedron.