Examples of 'regular polygons' in a sentence
Meaning of "regular polygons"
This phrase is used in mathematics to describe a polygon that has sides which are all equal in length and angles that are all equal in measure. Regular polygons include shapes such as triangles, squares, pentagons, and hexagons
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- plural of regular polygon
How to use "regular polygons" in a sentence
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regular polygons
Regular polygons may be either convex or star.
The faces need not be regular polygons.
We use regular polygons in the same way.
The equilateral triangles are regular polygons.
Regular polygons are equilateral and cyclic.
The problem asks for regular polygons.
Regular polygons and roots of unity.
All triangles and all regular polygons are bicentric.
Regular polygons have equal sides.
The recurring pattern of regular polygons is called a tessellation.
Regular polygons are equilateral and equiangular.
Are the symmetry groups of the regular polygons.
All the regular polygons have rotational symmetry.
Name some other regular polygons.
Regular polygons in hyperbolic geometry have angles smaller than they do in the plane.
See also
Approximating the area of a circle with regular polygons.
Know which regular polygons tile the plane.
Calculate interior and exterior angles of regular polygons.
All the regular polygons.
All regular tessellations must be made of regular polygons.
Sides of regular polygons.
In practice such molecules distort from planar regular polygons.
Facets are regular polygons.
A square and an equilateral triangle are both examples of regular polygons.
Tilings by regular polygons.
They are regular because all of their faces are congruent regular polygons.
Tiling by regular polygons.
They may not be as well known as the regular polygons.
Euclidean plane tilings by convex regular polygons have been widely used since antiquity.
Regular prism a prism is called a regular prism if ends are regular polygons.
Tilings of regular polygons.
And the best way to find the area especially of regular polygons.
The edges of the two regular polygons are assumed to have the same length.
In the brush part of both the above described polygons are preferably regular polygons.
A duoprism constructed from two regular polygons of the same edge length is a uniform duoprism.
Regular polygons are shapes made of straight lines with certain relationships among their lengths.
You can create rectangles and regular polygons quickly.
Other shapes, such as regular polygons or a circular cross-section are also acceptable.
All the facts and properties described for regular polygons apply to a square.
For example, regular polygons other than a dodecagon could be envisaged, for example a hexagon.
This theory allowed him to formulate a sufficient condition for the constructibility of regular polygons.
You will see how the area of a regular polygons depends on its perimeter and apothem.
Checkerboard List of regular polytopes List of uniform tilings Square lattice Tilings of regular polygons.
Apertures shaped like other regular polygons could be used to precisely position other fiber arrangements.
Tetractyses making up the seven enfolded, regular polygons.
Kepler never gave up his idea that regular polygons determine the orbits of the planets.
If the hexagons are folded, it can be constructed by regular polygons.
He found approximations to using regular polygons with 3 2n sides inscribed in a circle.
If they were the same, they would be referred to as regular polygons.
The first few constructible regular polygons have the following numbers of sides,.
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Examples of using Regular
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Whatever happened to regular old black coffee
Regular meetings were held in all the sectors
We were just a regular family like anybody else
Examples of using Polygons
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He drew polygons and some of their diagonals
I have gotta work on the wall polygons
Thus all uniform polygons are also regular
