(geometry) A convex quadrilateral in which each pair of opposite edges are parallel and of equal length.
parallelogram
Definitions, parts of speech, synonyms, and sentence examples for parallelogram.
Editorial note
So have both vectors start at the same point, and then mirror them to make a parallelogram (see wiki on parallelogram).
Quick take
(geometry) A convex quadrilateral in which each pair of opposite edges are parallel and of equal length.
Meaning at a glance
The clearest senses and uses of parallelogram gathered in one view.
(Gaelic games, dated) either of two rectangular areas (respectively the large parallelogram and the small parallelogram) abutting the goal line in front of the goal. (Since 1986 officially named the large rectangle and small rectangle, though the older names are still occasionally used.)
Definitions
Core meanings and parts of speech for parallelogram.
noun
(geometry) A convex quadrilateral in which each pair of opposite edges are parallel and of equal length.
noun
(Gaelic games, dated) either of two rectangular areas (respectively the large parallelogram and the small parallelogram) abutting the goal line in front of the goal. (Since 1986 officially named the large rectangle and small rectangle, though the older names are still occasionally used.)
Example sentences
So have both vectors start at the same point, and then mirror them to make a parallelogram (see wiki on parallelogram).
Using a parallelogram means each x-coordinate’s allowed range depends on the y-coordinate and vice versa, but using a square, the coordinates are independent.
In 2 dimensions, the absolute value of a determinant of a matrix is just the area of the parallelogram subtended by the row vectors of the matrix.
A parallelogram is just a rectangle with extra steps.
It is very easy to create these logos using simple shapes such as circle, triangle, parallelogram, square etc.
The article speaks of a parallelogram but you can the distribution will be the same for the rectangle.
They all are defined on a parallelogram, and then the values are repeated over the entire plane.
The cross product is defined as having a magnitude equal to the area of the parallelogram that the vectors create.
With the cross product, that can be defined as the area of a parallelogram that has the vectors as the side.
Now go back to the case d=3 and compute the size of the parallelepiped (aka parallelogram) spanned by your two starting vectors.
If we want the map to preserve angles, we need our fundamental domain to be a parallelogram instead of a rigid square.
For a given shape of map (rectangular, triangular, hexagonal, parallelogram, etc.) I generate a set of cube hex coordinates.
Quote examples
The rectangular design is obvious, but it didn't feel like there were enough measurements to really do the parallelogram and "fancy" designs properly.
This parallelogram can be cut out, and edges glued together suitably to form a torus (doughnut), which has one hole, called "genus 1" in many areas of mathematics.
I think that's arguably an a posteriori explanation: you can find orthogonal coordinates with respect to which the L^2 norm has a nice form, but you can also single out the L^2 norm in various ways (for example, by its large symmetry group, or the fact that it obeys the parallelogram law—or even just the fact that "orthogonal" makes sense!) without ever directly referencing coordinates.
Frequently asked questions
Short answers drawn from the clearest meanings and examples for this word.
How do you use parallelogram in a sentence?
So have both vectors start at the same point, and then mirror them to make a parallelogram (see wiki on parallelogram).
What does parallelogram mean?
(geometry) A convex quadrilateral in which each pair of opposite edges are parallel and of equal length.
What part of speech is parallelogram?
parallelogram is commonly used as noun.