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The majority of desks and tables are rectangular or square in design. A rectangular table is made up of two pairs of parallel, equal-length sides. As a result, a rectangular is also a parallelogram. Because of this, rectangular tables are a common example of parallelogram-shaped things in everyday life. A parallelogram can be found on a variety of stationery goods and school supplies. For example, the majority of erasers we use on a regular basis are parallelogram-shaped.
Uses of Parallelogram in daily life
Tiles
Tiles are found in a wide range of forms and sizes. Rectangle, square, rhombus, and parallelogram are the most common shapes utilised in the manufacturing of wall and floor tiles. As a result, tiles are an excellent example of parallelogram-shaped things in everyday life.
Buildings
Architects in the modern world use a variety of geometric figures to create unique architectural designs. A parallelogram is one of the most common geometric shapes utilised by builders in the construction of buildings. The parallelogram-shaped dockland office building in Hamburg, Germany, for example.
Roofs
You can easily see a two-dimensional geometric plane quadrilateral that consists of two sets of parallel and equal sides if you glance at the side look of a gable roof, saltbox roof, or shed roof of a house. As a result, roofs are a notable example of parallelogram-shaped items found in our environment.
Paper
Craft sheets come in a range of shapes and sizes and are used to produce handicrafts. A parallelogram is one of the most popular shapes in which craft sheets are available. As a result, it’s yet another parallelogram-shaped object in our environment.
Solar Panel
The rectangle and the parallelogram are the two most common geometric shapes for solar panels. Parallelogram-shaped solar panels are commonly preferred because they are simple to install to the sides of shed roofs. Solar panels are a good example of parallelogram-shaped devices that are used in everyday life.
Striped Pole
A parallelogram is formed by a pole painted with broad slanting coloured stripes. The boundary lines of the slanted stripe painted on the pole form a quadrilateral that strongly matches a stretched rectangle if you look closely. As a result, it’s yet another parallelogram shape that can be found in everyday life.
Steps of a Staircase
A parallelogram can simply be visualised by looking at the shape of the steps on a staircase. As a result, the steps of a staircase are a common example of parallelogram-shaped objects.
Design on a Cardigan
On cardigans and sweaters, the design is usually a fancy combination of several geometric figures. A parallelogram is a prominent geometric pattern used in the hosiery and knitting industries to produce woollen clothing.
Properties of Parallelogram
A parallelogram has parallel and equal length opposite sides
A parallelogram’s opposite angles are identical
In a parallelogram, the total of the adjacent angles is 180°. As a result, the parallelogram’s consecutive angles are additive
If one of the parallelogram’s angles is a right angle, the remaining angles are all 90 degrees. The resulting geometric figure is referred to as a rectangle in this example
A parallelogram’s diagonals are bisected
Examples of Parallelogram
We can see many parallelogram-like forms and items in the form of buildings, tiles, and paper everywhere around us. Structures: Many buildings are designed with parallelograms in mind. The Dockland Office Building in Hamburg, Germany, is a renowned real-life image. Parallelograms can be found in nature and in mathematics. They are a special classification for four-sided shapes. Notebooks, cell phones, and keyboards are all illustrations of parallelogram shapes in the real world.
Conclusion
Four straight sides make up a parallelogram. Each pair of opposing sides has the same length and is parallel. The parallelogram’s distinctive features have been used extensively in industry to precisely transfer mechanical motion from one location to another. The pantograph, a four-sided device used by engravers to duplicate a picture outline to a user-defined scale, is perhaps the most well-known application. Simple devices known as “reed springs” are used in gauges and gauging setups to replicate the behaviour of parallelograms and transfer motion from one component to another. Two parallel blocks are joined by two or more steel strips of identical size and stiffness to form a reed-type flexure linkage in one type of reed spring.
