Примери за използване на The vertices на Английски и техните преводи на Български
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Colloquial
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Medicine
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Ecclesiastic
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Computer
The vertices of a polygon.
Ash fell on the vertices of a triangle.
Their folded diagonally andtied in knots at the vertices.
If from the vertices, angles, etc.
Select the polygon of which you want to construct the vertices.
Хората също превеждат
Construct the vertices of this polygon.
Similarly, generates all permutations on the vertices different from.
Let be the vertices of a regular dodecagon.
Draw a straight line connecting the vertices of obtuse angles.
The vertices of a regular gon are colored red, white and blue.
Since the vertices are coplannar, volume of the tetrahedron is zero.
Prove that the four arbitrary points are the vertices of a convex quadrilateral.
The vertices inside the big triangle are arbitrarily colored.
This will be one of the vertices of the corners of the hexagon.
To optimize, we find the maximum value of, yielding the vertices.
To do this, pull all the vertices of the polyhedron and make holes.
In graph-theoretical terms,this table shows the degrees of the vertices in C.
So all the vertices of this triangle sit on the circumference of the circle.
By the induction hypothesis,generates all permutations on the vertices different from.
Colouring the vertices, edges and faces of a given cube according to the criteria….
In the plane the points with integer coordinates are the vertices of unit squares.
We let the vertices of the square be and and the diameter touch and at and, respectively.
Four of the eight vertices of a cube are the vertices of a regular tetrahedron.
The vertices of the triangle divide the circle into three arcs of lengths,, and.
Now you need to build points that will bebe the vertices of the corners of the hexagon.
Maxwell developed a theoretical colorspace, a triangle with red, green,and blue at the vertices.
It is provided that the vertices of the triangle and are ordered counterclockwise(or clockwise).
Maxwell developed a theoretical color space, a triangle with red, green,and blue at the vertices.
When decorating a high space designers are advised to adhere to the rule of the triangle, the vertices of which are the terms"style","beauty","simplicity".