The Greeks invented math to solve practical problems in their everyday lives, as well as to understand abstract concepts and explore the universe.

## And now, in greater depth

The Greeks’ invention of mathematics was a progressive movement that contributed to numerous discoveries and inventions that laid the foundation for modern mathematics. According to historical accounts, the Greeks first used mathematics to address practical issues through geometry. They utilized mathematical principles to build houses, bridges, and other structures, and they developed complex irrigation systems to cultivate their crops. Furthermore, the Greeks developed mathematical theories that extended far beyond these immediate concerns.

As the Greeks delved more deeply into mathematics, they began exploring abstract concepts like infinity, number theory, logic, and geometry, eventually leading to the foundations of calculus. Euclid’s groundbreaking Elements, published in 300 BCE, was the mainstay of geometry for over 2,000 years.

Moreover, Pythagoras, a Greek mathematician, philosopher, and founder of the Pythagorean cult, was considered one of the first “pure mathematicians,” who believed in exploring numbers and the universe’s underlying relationships rather than their practical applications. In his famous theorem, Pythagoras proved that the sum of the squares of the two shorter sides of a right triangle equaled the square of the hypotenuse.

In the words of Galileo Galilei, an Italian astronomer and mathematician, “Mathematics is the language with which God has written the universe.” The Greeks’ invention of math did not only lead to significant discoveries and inventions but paved the way for exciting new fields of study such as physics which rely heavily on mathematical equations and principles.

Below is a table of some of the notable Greek mathematicians and their contributions to the field:

Mathematician | Contributions |
---|---|

Pythagoras | Pythagorean Theorem |

Euclid | Elements (Geometry) |

Archimedes | Calculus, Archimedes’ Principle |

Thales of Miletus | Theorem of Thales |

Hippocrates of Chios | Squaring the circle |

In conclusion, the Greeks invented mathematics to solve practical problems in daily life and explore abstract concepts to understand the universe better. They created a solid foundation for modern mathematics, paving the way for significant discoveries and inventions in fields such as physics, calculus, and geometry. The profound impacts of the Greeks’ invention of math can still be felt in our daily life thousands of years later.

## This video contains the answer to your query

In “The Greek Legacy: How the Ancient Greeks shaped modern mathematics,” the concept of proof is discussed. Ancient Greek mathematicians developed the idea of proof over 2,500 years ago, which established mathematics as a way of understanding and testing the reality of the world. By creating convincing arguments to demonstrate whether something is true or false, the Greeks laid the foundation for modern mathematics. Euclid’s development of proof with basic assumptions called axioms has led to modern mathematical understandings in fields like cryptography and engineering.

## I discovered more solutions online

Faced with the mathematics developed by previous civilizations – such as the Phoenician or Egyptian –, the Greeks saw in this discipline the key not only

to understanding the world, but also to reaching absolute truth. For them, mathematics was above its obvious usefulness: it was a supreme form of truth and beauty.

Ancient Greek mathematics was mainly born out of the

desire to explain natural phenomena. Mathematics and philosophy developed together almost intertwined. The philosophers tried to prove their theories with the help of mathematical theories and explanations. For the Greeks, mathematics was above its obvious usefulness: it was a supreme form of truth and beauty. The birth of Greek mathematics owes its impetus to the influence of some of its neighbours, especially Egypt.

Ancient Greek mathematics was mainly born out of the desire to

explain natural phenomena prevalently. Mathematics and philosophy developed together almost intertwined. The philosophers tried to prove their theories with the help of mathematical theories and explanations.

Faced with the mathematics developed by previous civilizations – such as the Phoenician or Egyptian –, the Greeks saw in this discipline the key not only to

understanding the world, but also to reaching absolute truth. For them, mathematics was above its obvious usefulness: it was a supreme form of truth and beauty.

The birth of Greek mathematics owes its impetus to the

influence of some of its neighbours, especially Egypt. During the 26th Dynasty of Egypt (c. 685–525 BCE), the ports of the Nile were opened to Greek trade for the first time and important Greek figures such as Thales and Pythagoras visited Egypt bringing with them new skills and knowledge.

Mathematics was developed before the Greeks and in other places on earth independently. It was developed in Babylonia and Egypt (and the ancient Greeks said they initially learned mathematics from the Babylonians and Egyptians) as well as India, China, and elsewhere.

But the Greeks created a mathematics of a different kind. It was formal mathematics with explicit axioms, precise definitions, and proofs that relied on strict logical deduction.

Even now, most mathematics courses before college aren’t formal in that sense.

You also ask if all people have a sense of mathematics. Although some cultures didn’t develop much mathematics, those that had a need for it did. It’s one of those things that’s needed to advance civilization. There seems to be no impediment to creating mathematics.

## I am confident you will be intrigued

### What did ancient Greece use math for?

Response: Ancient Greek mathematics was not limited to theoretical works but was also used in other activities, such as business transactions and in land mensuration, as evidenced by extant texts where computational procedures and practical considerations took more of a central role.

Similar

### Did Greeks invent mathematics?

Answer to this: To some extent, however, the legend of the 6th Century BCE mathematician Pythagoras of Samos has become synonymous with the birth of Greek mathematics. Indeed, he is believed to have coined both the words "philosophy" ("love of wisdom") and "mathematics" ("that which is learned").

### Why were Greek numerals created?

In reply to that: The Greeks used two number systems, one mainly for currency and everyday counting and a more sophisticated number system which was used by the learned. Strictly speaking there were many Greek number systems, since each island had their own system however they were all pretty similar.

### How Greek math changed the world?

The answer is: The contributions made by the ancient Greeks to the field of mathematics gave birth to modern math. In general, the Greeks were mostly focused on geometry, hoping to explain shapes using numbers. This focus led to some pretty significant discoveries, all of which are still relevant to the mathematics we do today.

### Where did mathematics come from in ancient Greece?

Response to this: The roots of mathematics in ancient Greece: Until 600 B.C, the Greeks developed art, craft, music, and literature. The earliest known manuscripts about ancient Greece mathematics were when Byzantine Greek codices were discovered. There are historical findings of Herons modification to Euclid’s Elements. Ancient Greek school of mathematics:

### What did Ancient Greek scientists discover?

As an answer to this: Ancient Greek scientists have many inventions and discoveries attributed to them, rightly or wrongly, especially in the areas of astronomy, geography, and mathematics. The Greeks developed philosophy as a way of understanding the world around them, without resorting to religion, myth, or magic.

### What did the Greeks understand about mathematical rigour?

The Greeks understood something that somehow eluded the Egyptians: the importance of mathematical rigour. Ancient Egyptians, for example, equated the area of a circle to the area of a square whose sides were 8/9 of the circle’s diameter.

### How did Egyptians use mathematics?

Egyptians used their mathematical knowledge largely for engineering purposes; without it, building the great pyramids and other breathtaking monuments would have been impossible. What the Greeks derived from Egyptian mathematics were mainly rules of thumb with specific applications.