# Square – An Ideal Geometrical Figure with Exemplary Properties

Geometry is undoubtedly one of the oldest and the most exciting portions of Mathematics. It has been the backbone of different fields of Mathematics. One has to study in detail all the basic figures in Mathematics. Mathematics has evolved over the years as one of the most important subjects and it has been included in different parts of the academic curriculum. Geometry has certainly contributed a major part to the evolvement of Mathematics. Geometry finds use in different applications due to its versatility. It is important to learn and practice vigorously the different types of theorems, points, planes, and many other aspects to master geometry.

Today, geometry has reached such heights that it can solve all kinds of complex problems. It can deal in multiple dimensions without any sort of problems. There are different kinds of geometry namely, Euclidean, Analytic, Differential, and Non-Euclidean. A person who has holds a distinction in this field is known as Geometer. One of the most important portions of geometry is studying the important figures. Square is one of the basic figures of Mathematics. It is very important to analyze the different properties of square. The square is considered to be one of the most perfect figures of Mathematics.

A square comprises four equal aspects. All these aspects intersect at right angles. This makes it very easy to identify this figure. A square comprises many important properties. It is critical to study these properties as they are asked in all the examinations. Students study very hard to memorize these properties. Teachers focus upon this figure from the smaller classes because of its importance. They aspire to make all the concepts of this figure easy for the students. Square is an integral part of geometry. Its application in different complex problems is indispensable. Without having basic knowledge about this figure, it is very difficult to solve the other complex problems. This article discusses in detail all the important concepts related to squares.

## Fundamentals associated with Square:

• Identification: A square can be identified by looking at the aspects. It comprises four aspects that are completely identical in length. All these aspects cut each other at right angles. The square is considered one of the most basic figures of geometry. Even the diagonals of this ideal figure and equivalent in length and bisect each other at ninety degrees. It is claimed that if a square is cut from between then the two halves obtained would be symmetrical.
• Perimeter: It is defined as the summation of the four aspects. It can be calculated directly by obtaining the product of four and the length of any one aspect.
• Area: The area of square can be computed by obtaining the square of the measure of any aspect. It is very important to practice problems in the area as they are asked in all critical examinations. This part of this figure can be mastered only through practice.
• Properties: There are some important properties of squares. It is claimed that the diagonal of a square cut it into two similar triangles. This is an exemplary property of the square. The respective lengths of the diagonals are greater than the length of the aspects.

This article is an attempt to cover all the important terminologies related to square. It is one of the most important figures in geometry and all the important properties regarding squares should be kept in mind. This is the reason why our curriculum stresses so much on this figure. It has proved its worth from the examination perspective. Students can seek the help of Cuemath to master the concepts of the square. It is an online platform designed to solve the doubts of many students related to coding and Mathematics. It has been working as a helping hand to all the teachers out there. Many teachers look up to this platform to explore new ways of teaching and connecting with the students. This article will surely develop clarity in the minds of the readers about the square.