Examples of 'quadrilaterals' in a sentence
Meaning of "quadrilaterals"
quadrilateral (noun) - a geometric shape or figure that has four sides and four angles, commonly encountered in mathematics, geometry, and spatial reasoning, with various types like squares, rectangles, parallelograms, and trapezoids
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- plural of quadrilateral
How to use "quadrilaterals" in a sentence
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quadrilaterals
Simple quadrilaterals are either convex or concave.
This is not true for other quadrilaterals.
Tangential quadrilaterals are a special case of tangential polygons.
Using pairs of adjacent triangles to form quadrilaterals.
The quadrilaterals are four sided polygons.
These quadrangular sides are referred to as constraint quadrilaterals.
Four sided quadrilaterals have two diagonals.
A quadrilateralization or a quadrangulation is a partition into quadrilaterals.
But not all quadrilaterals are rhombuses.
Quadrilaterals have exactly two diagonals.
Properties of orthodiagonal quadrilaterals that are also cyclic.
Circles or ellipses with one or more other quadrilaterals.
A hierarchical taxonomy of quadrilaterals is illustrated by the figure to the right.
Japanese theorem for cyclic quadrilaterals.
The cyclic equidiagonal quadrilaterals are exactly the isosceles trapezoids.
See also
Japanese theorem for concyclic quadrilaterals.
Quadrilaterals with one or more polygons other than triangles.
Connect two sets of smaller quadrilaterals to the rectangle.
Calculate the missing angle measurement in triangles and quadrilaterals.
Now within convex quadrilaterals there are some other interesting categorizations.
These are called tangential quadrilaterals.
These quadrilaterals necessarily have two adjacent sides of equal length.
A quadrilateral can be decomposed by quadrilaterals.
Not all quadrilaterals are bicentric having both an incircle and a circumcircle.
Tomorrow the students have a assessment on triangles and quadrilaterals.
The kites are exactly the tangential quadrilaterals that are also orthodiagonal.
In math this week we learned about triangles and quadrilaterals.
The proof applies even to skew quadrilaterals in spaces of any dimension.
Segments or sectors of circles or ellipses with one or more quadrilaterals.
Classify quadrilaterals based on the presence or absence of parallel or perpendicular lines.
Construct the following quadrilaterals.
And the main subdivision of quadrilaterals is between concave and convex quadrilaterals.
Triangles or lines forming an angle with one or more quadrilaterals.
Any two of these cyclic quadrilaterals have one diagonal length in common.
There are many types of quadrilaterals.
Draw a series of three quadrilaterals beneath the rectangle on the right side.
Problems on triangles and quadrilaterals.
These quadrilaterals and their ends thus make up a set of geometric constraints to be respected.
These are all quadrilaterals.
Narayana has also made contributions to the topic of cyclic quadrilaterals.
Thus the kites are exactly the quadrilaterals that are both tangential and orthodiagonal.
This is an example of exploring and recreating the differences of different quadrilaterals.
This requires a uniform dispersion of the quadrilaterals neighboring this trace.
They can be rather helpful in teaching a number of concepts linked to quadrilaterals.
We also present some theorems about convex quadrilaterals like varignon and brahmagupta theorems.
The connections between points are usually made out of triangles or quadrilaterals.
It has two quadrilaterals located above and two below the arms of the cross.
So all rhombuses are quadrilaterals.
Quadrilaterals may also have Coxeter decompositions.
Here are examples of quadrilaterals.
