A lucid distillation of how ancient calendrical cycles became our modern geometric standard. It is an efficient bridge between Babylonian astronomy and contemporary mathematics for the digital age.
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🤯 Why Does a Circle Have 360°? 📐 | Math Fact | ZenoveX #scienceAdded:
Why do we measure a complete rotation around a circle as being 360 degrees?
When you think about it, the number 360 is a bit arbitrary. For instance, it might seem easier for everyone to agree that a complete rotation is 100 degrees, with a right angle being 25 degrees and a half rotation being 50. But, that's not the measurement we use. So, where did the 360 degree standard come from?
The origin comes from the first time that people needed to accurately measure angles. When they looked up to the sky and charted the movement of heavenly bodies. Ancient people all around the world developed various ingenious methods for measuring the movement of the sun, Earth, and moon in order to design calendars. The problem with making a calendar is that the rate that the Earth rotates to make a day and the time it takes to orbit the sun to make a year and the phases of the moon don't all fit together as nice clean pieces.
Among the ancient people who faced this challenge were the Babylonians. They created a highly accurate calendar based on the phases of the moon, which last between 29 and 30 days. When they worked to fit these lunar months into a year, they made a system of long and short years, not [music] that different than our current convention of a leap year.
To keep things clean and simple, the Babylonians also made an informal ideal calendar that was made of 12 months lasting 30 days to make a 360 day year.
This was also convenient for them because their number system was based on 60. Unlike our numbers today that build on a pattern of 10, >> [music] >> the Babylonians built their number system on a pattern of 60. And 360 fit nicely into that pattern.
>> [music] >> Following this method of breaking a year into 12 pieces, they also broke the length of a day into 12 pieces called a bibru, making their version of an hour.
>> [music] >> They then broke the 12 bibru into 30 pieces called us, making their version of a minute. This gave a total of 360 us in one day, [music] meaning that over the course of a day, the sun took 360 us to make one complete rotation in the sky.
In the 2nd century BCE, the Greek astronomer Hipparchus began studying Babylonian astronomy. As he applied further geometric calculations to their work, he started using their divisions by 360 to describe the degrees of rotation around a circle.
>> [music] >> And that unit has stuck with us through the millennia.
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