**What is Math?**

Math is the part of science that deals with the thought of quantity, shape, and arrangement. It surrounds us; it is in our everyday activities. It is the building block of everything in our daily activities, including architecture, mobile devices, money, art, and even sports mathematics comes in handy.

Since the birth of recorded history, mathematic uncovering has been at the forefront of every civilized society and even the most ancient cultures. The need for math arose based on the requirement of society.

The more sophisticated a society, the more complicated the mathematical needs are. Ancient tribes required more than the power to count, however they additionally had to rely upon scientific discipline to calculate the sun’s position and therefore the physics of searching.

**Who created Math?**

Beginning in the 6th century B.C. with the Pythagoreans, with Greek mathematics, the Ancient Greeks started a well-organized study of mathematics as a subject in its own right. Around 300 B.C, Euclid introduced the axiomatic method, which is still used in mathematics today, consisting of the axiom, proof, and theorem.

**Why is math important?**

Mathematics is a powerful tool for global communication and understanding that organizes our lives and prevents chaos.

It helps us understand the world and offers an effective way of building mental discipline. It encourages critical thinking, logical reasoning, abstract or spatial thinking, effective communication skills, and problem-solving ability.

Math plays a crucial role in all aspects of life, such as everyday matters like tracking, driving, or jobs such as finance, accounting, engineering, software, and banking. These functions require mathematical techniques. They are a language to describe scientists’ achievements and work.

There are various mathematical inventions throughout the ages. Some of them were tangible, such as measuring and counting devices. Some of them are not as solid as ways of solving and thinking. The symbols that express numbers are also one of the essential mathematical inventions.

**Origin of math**

Many civilizations – in India, Egypt, China, and Mesopotamia – contributed to math as we use it today. The Sumerians were the first civilization to come up with a counting system as we know it today.

Mathematicians created arithmetic, which includes basic operations, fractions, multiplication, and square roots. The Sumerians’ system was inherited by the Akkadian Empire to the Babylonians around 300 B.C. 600 hundred years later, in the United States, the Mayans created elaborate calendar systems and were professional astronomers. Around this period, the invention of zero was created.

As civilization evolved, mathematicians began to work with geometry, which computes volumes and areas to make oblique measurements and has many practical applications. Geometry is used in everything from interior design to home construction and fashion, etc.

Geometry worked remarkably with algebra, created in the 9th century by Mohammed ibn-Musa al-Khowarizmi, a Persian mathematician. He also came up with methods of multiplying and diving numbers, also known as algorithms – a corruption of his name.

Algebra gave human civilization a way to divide legacies and designate resources. The knowledge of algebra meant mathematicians were solving linear systems and equations and quadratics and delving into negative and positive solutions.

Ancient mathematicians also began to look at number theory. With origins in the construction of shape, the number theorem looks at figurate numbers, the characterization of numbers, and theorems.

**Greeks and the math **

The practice of math within ancient civilization was the building block for the Greeks’ math, who came up with the model of abstract mathematics with the help of geometry. With its remarkable architecture and complex government system, Greece was the model of mathematic achievement until modern civilization. Greek mathematicians were split into several schools:

**The Sophist School**

The Sophist School is known for providing higher education in the advanced Greek cities. Sophists provided instruction on public debate using abstract reasoning.

**The Ionian School**

The Ionian School was founded by Thales, who is known for having given the first deductive proofs and developing five fundamental theorems in plane geometry.

**The Pythagorean School**

The Pythagorean School, founded by the Pythagoras, studied proportion solid and plane geometry and number theory.

**The Eleatic School**

The Eleatic School included Zeno of Elea, who is known for his four paradoxes.

**The Platonic School**

The Platonic School was founded by Plato, who encouraged research in mathematics in a setting similar to a modern university.

**The School of Aristotle**

It is also known as the Lyceum, founded by Aristotle and followed the Platonic school’s teaching.

**The School of Eudoxus**

It is founded by Eudoxus, who created the theory of magnitude and proportion and created many theorems in plane geometry.