The earliest use of math is believed to be counting and measuring for practical purposes such as agricultural and trade transactions.

## If you need details

The earliest use of math can be traced back to prehistoric times when humans used counting and measuring for practical purposes such as agricultural and trade transactions. The concept of numbers and basic arithmetic operations were developed for these purposes. According to the book “A History of Mathematics” by Carl B. Boyer, “counting is so instinctive that it does not appear to have been developed by any particular people or in any particular historical period,” suggesting that counting and measuring were innate human practices.

As civilizations developed, math became more refined and complex. The Babylonians, for example, developed a number system based on the number 60, which allowed for a more complex understanding of fractions and geometry. The ancient Greeks further developed mathematics by introducing the concept of proofs and deductive reasoning, leading to advancements in geometry, algebra, and trigonometry.

Ancient Chinese and Indian civilizations also made significant contributions to mathematics. In China, the book “Nine Chapters on the Mathematical Art” was published in the second century BC, which included solutions to practical problems using mathematical principles. In India, the mathematician Aryabhata developed a number system using zero, which revolutionized mathematics and science.

Mathematics continues to evolve and play an integral role in modern society. From calculating the trajectory of space shuttles to predicting the weather, mathematics is used in countless applications. As the famous physicist Albert Einstein once said, “Pure mathematics is, in its way, the poetry of logical ideas.”

Table: Contributions of Ancient Civilizations to Mathematics

Civilization Contributions

Babylonians Development of a number system based on 60

Ancient Greeks Introduction of proofs and deductive reasoning; advancements in geometry, algebra, and trigonometry

Ancient China Publication of “Nine Chapters on the Mathematical Art”; practical solutions to math problems

Ancient India Development of a number system using zero, revolutionizing mathematics and science

Overall, the earliest use of math was for practical purposes such as counting and measuring in prehistoric times. As civilizations developed, math became more refined and complex, leading to advancements in various fields of mathematics. Today, mathematics continues to be a vital tool in numerous areas of society, emphasizing the importance of continued mathematical development and education.

## I discovered more data

The earliest form of mathematics that we know is counting, as our ancestors worked

to keep track of how many of various things they had. The earliest evidence of counting we have is a prehistoric bone on which have been marked some tallies, which sometimes appear to be in groups of five.

Here is my version of the history of mathematics.

Invention in early civilisation of summerian of early base counting system or number representation, early arithmetic operation, and land measuring systems with ropes and rods for standard unit length. Early version of pythagore theorem and early algebriaic problems expressed in prose. This knowledges is an engineering type of knowledge. A set of effective procedures but these procedures are not systematically organized into whole.

The first pre-socratic philosopher such Thales and pythagore have learned the early counting techniques and measurement techniques from their commercial patners , the Egyptians, and gradually invented axiomatic geometry whose primary axioms are the simplification of the complex land measuring technique and use simple logical combinations in such a way that the measurement procedures could be logically built. It is the unification of the implicit logic that exist in human language and cognition and to merge …

## Response to your question in video format

Mathematical symbols were invented or adopted by mathematicians to avoid repetition and express mathematical ideas succinctly. While some symbols correspond directly to what they represent, others are arbitrary, such as the exclamation mark for factorials. The use of symbols shortens lengthy calculations and provides concise instructions for performing calculations. Understanding symbols involves memorizing them and applying them in different contexts until they stick like any language.

## People are also interested

**How was math first discovered?**

Answer: The oldest clay tablets with mathematics date back over 4,000 years ago in Mesopotamia. The oldest written texts on mathematics are Egyptian papyruses. Since these are some of the oldest societies on Earth, it makes sense that they would have been the first to discover the basics of mathematics.

**Was math created before language?** Response will be: Although no one knows math’s exact origins, modern mathematicians like myself know that **spoken language precedes written language by scores of millennia**. Linguistic clues show how people around the world must have first developed mathematical thought.

Beside this, **What was the math in the New Stone Age?**

A typical activity in Neolithic Math would be Euclidean geometry as practiced on a sandy beach with a compass and straight edge. A piece of string tied to a stick may serve to generate a circle, and the stick, in relation to the sun, will cast a shadow, to generate a primitive sundial.

Also question is, **Who taught math first?** The first known systematic teaching of mathematics started in the Third Millennium in **states of Mesopotamia**, where scribal schools – edubba, the houses of tablets – prepared the scribes who had to work for the state administration and were required to master writing and accounting techniques.