# Fast response to — why did Greek mathematics start?

Greek mathematics started because of the need for practical applications in measuring land and building structures, as well as the desire to understand the nature of the universe through theoretical inquiry.

## Detailed response to the query

Greek mathematics started due to a combination of practical needs and theoretical curiosity. According to Marcus du Sautoy, a prominent mathematician and author, “the Greeks created mathematics as a way to understand the universe,” believing it to be a fundamental element of the world around them.

Practical applications of mathematics played a significant role in ancient Greece. Greek architects, for example, needed precise mathematical knowledge to design temples and other structures. The Greek philosopher Hippocrates of Chios stated that “architecture will never be anything but a branch of mathematics.” The Greeks also needed to accurately measure their land and fields in order to determine property boundaries and taxes, leading to the development of geometry and trigonometry.

While practical applications may have been the initial force behind the development of mathematics in Greece, theoretical curiosity soon followed. Mathematicians such as Pythagoras and Euclid explored abstract concepts such as numbers, shapes, and logic. Pythagoras famously declared that “all things are numbers,” highlighting the importance of mathematical principles in understanding the world. Euclid, in turn, developed a comprehensive system of mathematical proof that is still studied today.

Some interesting facts about Greek mathematics include:

• The Pythagorean theorem, one of the most well-known mathematical concepts, is named after the Greek mathematician Pythagoras.
• Euclid’s Elements, a text outlining the principles of mathematics and the basis of modern geometry, was widely used until the 19th century.
• Archimedes, another Greek mathematician, is credited with discovering the principles of buoyancy and developing mathematical principles still used in physics today.
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Table:

Greek Mathematicians Contributions
Pythagoras Pythagorean theorem, concept of numbers
Euclid System of proof, basis for modern geometry
Archimedes Principles of buoyancy, mathematical principles in physics

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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.

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.

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.

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How did Greek mathematics begin?
The reply will be: Greek mathematics allegedly began with Thales of Miletus (c. 624–548 BC). Very little is known about his life, although it is generally agreed that he was one of the Seven Wise Men of Greece.
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Where did the Greeks think mathematics originated? The answer is: The ancient Greek civilization lasted until about 600 B.C. The Egyptian and Babylonian influence was greatest in Miletus, a city of Ionia in Asia Minor and the birthplace of Greek philosophy, mathematics and science.

Just so, How did Greece contribute to mathematics?
In reply to that: 570 – c. 495 BC) was credited with many mathematical and scientific discoveries, including the Pythagorean theorem, Pythagorean tuning, the five regular solids, the Theory of Proportions, the sphericity of the Earth, and the identity of the morning and evening stars as the planet Venus.

Why was Greek geometry invented?
In reply to that: The word geometry has its roots in the Greek work geometrein, which means “earth measuring”. Before the time of recorded history, geometry originated out of practical necessity; it was the science of measuring land.

## Related facts

Did you know that, The names of ancient Greek mathematical works run to pages. A few may be mentioned. Elements written by Euclid at around 300 BC was the most comprehensive work from history on geometry. Pappus had written the Mathematical Collection which was an account of classical mathematics from Euclid to Ptolemy. Treasury of Analysis was his work.
And did you know that, The basic of mathematics was inherited by the Greeks and independent by the Greeks beg the major Greek progress in mathematics was from 300 BC to 200 AD. After this time progress continued in Islamic countries Unlike the Babylonians, the Egyptians did not develop fully their understanding of mathematics.
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