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What is the golden ratio?

Posted: Sun Feb 09, 2025 8:51 am
by zihadhosenjm40
If not, then you have come to this article in good luck, because in it we will discuss the golden ratio, find out what it is, how it looks in nature and in humans. We will talk about its principles, find out what the Fibonacci series is and much more, including the concept of the golden rectangle and the golden spiral.

Yes, the article contains many images and formulas, after all, the golden section is also mathematics. But everything is described in a fairly simple language, clearly. And at the end of the article, you will find out why everyone loves cats so much =)

To put it simply, the golden section is a certain rule of vietnam mobile database that creates harmony. That is, if we do not violate the rules of these proportions, then we get a very harmonious composition.

The most capacious definition of the golden ratio states that the smaller part is related to the larger as the larger is to the whole.

But, besides this, the golden section is mathematics: it has a specific formula and a specific number. Many mathematicians, in fact, consider it a formula of divine harmony, and call it "asymmetrical symmetry."

The golden section has reached our contemporaries since the times of Ancient Greece, however, there is an opinion that the Greeks themselves had already spied the golden section from the Egyptians. Because many works of art of Ancient Egypt are clearly constructed according to the canons of this proportion.

Golden ratio in mathematics
It is believed that Pythagoras was the first to introduce the concept of the golden section. The works of Euclid have survived to this day (he used the golden section to construct regular pentagons, which is why such a pentagon is called "golden"), and the number of the golden section is named after the ancient Greek architect Phidias. That is, this is our number "phi" (denoted by the Greek letter φ), and it is equal to 1.6180339887498948482... Naturally, this value is rounded: φ = 1.618 or φ = 1.62, and in percentage terms, the golden section looks like 62% and 38%.