Mathematics at all ages helps train your mind and your IQ (Intellectual Quotient)Mathematics is objective, eternal, and absolute; it is made to learn to reflect! Having method, being logical and rigorous is undoubtedly not something useless in daily and professional life.

Numbers can do everything; they sculpt our daily lives; they often hide behind every personal gesture behind every collective progress. It helps us overcome uncertainties and choose what is best for us. Everything in nature is based on math. It allows us to get the beauty of anything. If we really learn to read and understand mathematics, we will be able to better understand the facts, big and small, of every day. Here we have discussed the **branches of mathematics** that are as follows**:-**

**Pure mathematics**

Pure mathematics is a fundamental study of concepts that are introduced to resolve real-world difficulties, and the outcomes we get emerge as beneficial for functional applications. However, pure mathematicians are not fundamentally driven by such applications.

**Arithmetic**

Arithmetic is considered the ancient branch of mathematics that deals with the study of numbers. Mainly it comprises the features of traditional operation such as addition, subtraction, multiplies, and division. This aspect of maths is practiced by almost everyone, from scholars to working experts. Basically, it is used to make preliminary calculations in our day to day life.

**Algebra**

Algebra is one of the wider parts of maths that consists of geometry, number theory, and analysis. It is the study that deals with figures and the rules for handling those symbols. Apart from that, there are various rules of relations and algebraic structures, constructions, and polynomial equations. There is an important part of algebra known as Elementary algebra that is used to interpret the numbers.

**Geometry**

Geometry is one of the highly used and practical branches of mathematics that includes the study of the size, configurations, dimension, angles, and position of things. Geometry comprises two-part:- 2D and 3D shapes. 2D shapes are flat shapes, consisting of only two dimensions: the length and the width, While the 3D shapes are known as solid objects consisting of the third dimension of height or depth.

**Trigonometry**

Trigonometry is the toughest branch of mathematics that deals with a greater level of mathematics. This branch is used to analyze the relationships between the sides and angles of triangles. We can say that this branch correlates with Geometry.

**Calculus **

This branch of Mathematics was produced in the 17 th century by Issac Newton and Gottfried Leibniz. Calculus is the mathematical study of constant change, which means it helps us know the continuous changes between a function’s values.

**Number theory**

Number theory is a part of pure mathematics that deals with studying the real numbers and the integers. Basically, it comprises the study of positive whole numbers, known as the set of natural numbers. The number theory helps you identify the unusual relationships between different numbers and prove that right.

**Logic**

A subfield of mathematics investigating the contributions of formal logic to mathematics is mathematical logic. The fields of set theory, model theory, recursion theory, and evidence theory are also categorized into mathematical logic. These areas share fundamental logical outcomes, particularly first-order logic and definability.

**Combinatorics**

Combinatorics is the branch of mathematics mainly concerned with counting, both as a means and an end to the achievement of outcomes and such finite structures’ features.

**Topology**

Topology is concerned with a geometric object’s properties, which helps us identify the unchangeable properties of the shapes.

**Dynamical systems and differential equations**

When we want to study the unknown functions and their derivatives, then we use the differential equation. On the other hand, the dynamic system has a fixed rule. We use it to describe the clock pendulum swinging, the water flow in a pipe, and any other thing which is dynamic in nature.

**Mathematical physics**

Mathematics is extensively used in the physics field to resolve difficulties in physics. These days, Mathematical physics** **is broadly used in most applications that are based on physical principles.

**Computation**

Computation is the branch of mathematics that is extensively used in the field of computer science. Computation includes the knowledge of algorithms, scientific computing science and data structure, and engineering. Apart from that, it consists of a method that helps you solve computer science difficulties.

**Information theory**

Information theory is also one of the most important branches of applied mathematics. It deals with the study of quantification, storage, and communication of information. Moreover, one can use it to get the most reliable ways to send certain data effectively.

**Probability and statistics**

Probability and statistics are closely related to each other. Probability is primarily used for assumptions whereas statistics is used for data collecting, data analysis on the basis of provided criteria.

**Conclusion:**

Here in this article, we have listed the important branches of Mathematics that are used by beginners and professionals. Reading this blog helps you to get more knowledge about the important branches of maths. But if it still seems difficult to understand these branches then you can hire **math experts. **They will also offer you** **math assignment help** **for your academics.

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