**Article by: Dr. Samuel Villanueva Tercero** | Last update: April 10, 2022

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Pythagoras stated that “the tonality of the universe was harmony and number”. The number alludes to the visual, geometric and astronomical aspect of the bodies of the Cosmos, which is compared to an immense theater. Harmony alludes to the sound of the tuned instruments that make the Cosmos a symphonic orchestra.

Contents

- 1 What does Pythagoras say about music?
- 2 What did Pythagoras discover between sound and consonance?
- 3 What did Pythagoras discover to establish the mathematical foundation of harmony?
- 4 What did Pythagoras discover with the monochord?
- 4.1 What does the monochord mean?
- 4.2 How many strings does the monochord have and who invented it?
- 4.3 What is a monochord who invented it and in what year?
- 4.4 What did Pythagoras do?
- 4.5 What gives harmony to the Cosmos according to Pythagoras?
- 4.6 Who was Pythagoras and his contributions to mathematics?

## What does Pythagoras say about music?

Pythagorean music theory is also related to the Pythagorean Root Means Theory. This is what the Pythagorean Archytas points out: «In music there are three means: the arithmetic mean, the geometric mean and the subcontrary, also called harmonic».

## What did Pythagoras discover between sound and consonance?

Supposedly, Pythagoras noted that hammer A produced consonance with hammer B when struck in unison, and hammer C produced consonance with hammer A, but hammers B and C were dissonant.

## What did Pythagoras discover to establish the mathematical foundation of harmony?

Pythagorean music theory is also related to the Pythagorean Root Means Theory. This is what the Pythagorean Archytas points out: «In music there are three means: the arithmetic mean, the geometric mean and the subcontrary, also called harmonic».

## What did Pythagoras discover with the monochord?

he made the monochord famous, an instrument he used to identify and define musical intervals and in teaching the Pythagorean theory of the relationship between numbers and music; among other things he showed that the frequency of sound is inversely proportional to the length of the string.

**32 related questions found**

### What does the monochord mean?

μονόχορδον monochordon. 1m Ancient instrument with a harmonic box, like the guitar, and a single string stretched over several fixed or movable bridges that divide it into unequal portions, corresponding to the notes of the scale.

### How many strings does the monochord have and who invented it?

The monochord consisted of a single long string that was made to vibrate on a wooden resonance box. Apparently, some Greek mathematicians, such as Pythagoras and Euclid, used this instrument to carry out studies on geometry and on the relationships between musical intervals.

### What is a monochord who invented it and in what year?

Mathematics and music: crossed paths

C., as can be deduced from much later documents but which trace the origin of this instrument to that date. In the S. VI a. C., Pythagoras would focus his attention on the possibilities of this instrument to tune and define musical intervals.

### What did Pythagoras do?

Pythagoras transformed the study of geometry into a liberal education, examining the principles of science from its inception and proving theorems in an immaterial and intellectual way: he was the one who discovered the theory of irrationals and the construction of cosmic figures.

### What gives harmony to the Cosmos according to Pythagoras?

The Pythagorean doctrine of the Harmony of the Spheres is the quintessence of beauty in the Pythagorean explanation of the divine Cosmos harmonized in a fascinating way by the concordance of arithmetical and musical proportions, which, extrapolated to the entire universe, would determine that the celestial bodies should emit in . ..

### Who was Pythagoras and his contributions to mathematics?

He was born on the Island of Samos, Greece. He was one of the most important philosophers in Greece and in the whole world. He made great contributions in various areas such as mathematics, astronomy and music, and is also known as the first pure mathematician.

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