Detailed analysis of mathematics departments - Relationship and Differences

Mathematics is global, you can't skip math in a day. Whatever we do in a day is in mathematics. That's why mathematics is very essential in our daily life and we cannot imagine a day without math. The word mathematics derives from the word 'mathema' meaning science or knowledge. Mathematics is usually written as mathematics or mathematics. Initially there were limited branches of mathematics, but with time mathematics and its branches developed.

Mathematics has made significant contributions especially in the field of technology. Thus, there are many important branches in mathematics from the basic to the sophisticated level. But many students struggle to understand the difference between different branches of mathematics.

Know the different important branches of mathematics

Pure Mathematics

It is the basic branch of mathematics, which deals primarily with basic mathematical concepts. It is usually independent of any application outside of mathematics. Pure mathematics applies mathematical concepts in real world conditions.

Arithmetic

The next branch of mathematics is arithmetic mathematics. It is a study of numbers from 0 to 9 and other numbers, odd numbers, prime numbers, factors, LCM, etc. You will learn the basic activities of studying disintegration, division, multiplication, BODMAS, etc. in addition to our childhood. It is commonly used mathematics because it is used from children to adults to professionals to people who don't work. We will conduct basic activities using this branch. That is why it is considered the foundation of pure mathematics.

Algebraic mathematics

This is a very favorite mathematical branch for students because all students enjoy working on algebraic expressions. It is basically one of the key branches of pure mathematics. In algebraic expressions, we use English letters to indicate algebraic values.

We use algebra to determine the missing or unknown value in algebraic expressions or equations. Algebra does not only contain algebraic equations, but it contains other laws of operation, polynomial equations, etc.

It has sub-parties and basic algebra is very popular for them. Usually we use basic algebra to represent numbers. We can apply algebra in many structures, such as rings or fields. We can say that it deals with symbols and specifies rules for managing such symbols.

It has many algebraic principles to solve algebraic equations.

In algebraic expression we have variables represented in English letters and its values are x, y, z etc.

Example of algebraic equation is 2x + 3y = 5.

Geometry

The next branch of mathematics is geometry. It is not wrong to say that it is the most practical mathematical branch in the world. You can check the merit of geometry in real life and it is also in daily activities. It has different shapes, sizes, toys and their characteristics and significance.

You will learn the performance of points, lines, angles, various surfaces, shapes and other solids. The best practical application of geometry that you can see is that we all use geometry in GPS to find ways. It is also used by manufacturing industries.

Topology

Like geometry, there is another branch called Topology and it is only an extensive form of geometry. We use this branch to study the characteristics of shapes, whose number cannot be changed even if the dimensions are accurate.

Physics

If you have ever studied physics, you should know the use of mathematics in physics. You can solve many physical problems with the help of mathematics. The widely used concepts of mathematics in physics have eaten derivatives, unity, difference, etc. So many mathematics and physical elements are equal and their foundations are the same.

Trigonometry

They say that if you ask a math student about trigonometry, it is very difficult. The word trigonometric is made up of two Greek words, i.e. triangle and second term measurement means metran. When other branches of mathematics failed to solve mathematical problems, we developed a trigonometry for it.

It is a study of angles and triangles and it shows the relation between the angles and sides of the triangles.

It also studies geometry.

You read various types of triangles, such as extreme, right angles.

Calculus

The next branch of mathematics is calculus. Isaac Newton and Gottfried Leibniz developed calculus in the 17th century. It studies the immediate rate of change in calculations. You can easily edit small eras and find the total number.

You should have heard of limitations, duties, integrity, derivatives, integration, etc. All these concepts fall within the scope of calculus. Calculus has two types of differential calculus and integral calculus.

You can also use calculus concepts in science, engineering and economics.

Logic

The next branch of mathematics is logic and it deals with valid logic using different mathematical logics.

Number theory

The next branch is the number theory and is used with positive integers and its properties. You can also study the relationship between different integers.

The end

We are always afraid of mathematics and therefore we do not value it even though it is a very important part of our daily life, as we use the practice of math in everyday life. The number of branches of mathematics is n and we always get confused between them. We hope this article has removed your doubts. If you have difficulties understanding these concepts or have a difference between them, you can contact our experts at any time through math homework help.