How Many Branches of Mathematics

Introduction

Geometry, Algebra, Arithmetic, Calculus, Topology, Trigonometry, Number theory, Probability, and Statistics are the major branches of mathematics. Mathematics is recognised as the Universe's language. Mathematics is derived from the Greek word 'Mathema,' which means science or knowledge. Mathematics, like any other field of study, has been divided into major and minor branches of study. Let us focus on the most important of the various branches of mathematics.

Branches of Mathematics

The main branches of mathematics are:

Geometry: This is one of the most popular and simple branches of mathematics. This branch is concerned with the shapes and sizes of figures as well as their properties. Geometry's fundamental elements are points, lines, angles, surfaces, and solids.

Algebra: This branch of mathematics is concerned with unknown parameters and methods for determining them. The English alphabet is used to determine these unknown quantities. We can generalise the formulae by using these alphabets, making it easier to find the unknown in the equations.

Arithmetic: Among the other branches of mathematics, this is the oldest. This area of mathematics is concerned with numbers and fundamental operations such as addition, subtraction, multiplication, and division.

Calculus: It is a more advanced branch of mathematics that investigates the rate of change. The introduction of calculus brought about a revolutionary change in the study of mathematics. Previously, math could only be applied to static objects, but with calculus, mathematical principles began to be applied to moving objects.

Trigonometry: This branch is important to understand the relationship between triangle angles and sides.

Topology: Topology is a relatively new addition to the list of Mathematics branches. It studies the deformations of various geometrical shapes caused by stretching, crumpling, twisting, and bedding.

Probability and Statistics: This is the branch that employs mathematical concepts to forecast likely future events. It accomplishes this by organising, analysing, and interpreting a set of data. In order to carry out the prediction, it also requires a set of rules and formulas.

Number theory: This is one of the first branches of mathematics to establish a relationship between numbers in the real number set. The fundamental level of number theory comprises an introduction to integer properties such as addition, subtraction, and multiplication.

Conclusion:

Hence, we conclude that there are many branches of mathematics among them some main branches are disused in the above article.