Examples of using Vertices in English and their translations into Tagalog
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Ecclesiastic
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Colloquial
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Computer
Let be the angles at the vertices.
Both desired vertices and are now located.
Let be a convex polyhedron with vertices.
Vertices and are on the graphs of and respectively.
Obviously now we will sum over all vertices.
Each pair of vertices belongs to at most one edge.
A drawing of a labeled graph on 6 vertices and 7 edges.
Vertices that share an edge are ADJACENT.
Is a n-gon with sides and vertices on a circle.
The vertices inside the big triangle are arbitrarily colored.
Each of these two polygons Q andQ' has vertices.
We consider graphs with vertices colored black or white.
Consider a convex polygon having vertices.
Square has vertices and on and vertices and on the circle.
Let be a convex polygon with vertices and area.
The vertices of the polyhedron are colored using three colors.
There are lines which connect two vertices of.
Three standard parabolas with vertices intersect pairwise at points.
To find two its edges with no common vertices so.
The vertices of the triangle divide the circle into three arcs of lengths,, and.
Remove any path that does not enter exactly n vertices.
On a rectangular parallelepiped, vertices,, and are adjacent to vertex. .
Thus each vertex has monochromatic paths to exactly other vertices;
(iii) inside each triangle with all vertices yellow there is a red point.
At the vertices of a regular hexagon are written six nonnegative integers whose sum is 2003.
Different to the number assigned to any of the vertices that is.
It is provided that the vertices of the triangle and are ordered counterclockwise(or clockwise).
Consider a finite graph with all vertices colored white.
Steps aimed up, we associate with the ascent to the podium,with the conquest of new vertices.
Remaining numbers in any two adjacent vertices would be different.
