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I’ve heard the origins of 60 for the minutes and seconds come from the Sumerians who used a base 60 number system, who then passed it on to the BabyloniansSeconds are a fraction of minutes, which are a fraction of hours, which is a method of dividing a day. The system is the same as is used for accurate angle measurements.
They were only really used with the invention of the pendulum clock in the 1650ies.
Its the only non-base10 method of measurement that still sees serious use (imperial units are not serious. No, it were the nazis who brought you to the moon, and they used metric)
There was an attempt by the french revolutionaries to rework the national calendar and clock into a base10 system, but the peasants rebelled at the thought of a 10 day work week instead of a 7 day work week.
60, 12, 24 are good numbers because they're highly composite. you can divide them easily into many different whole parts. In particular 60 is divisible by every number from 1 to 6:I’ve heard the origins of 60 for the minutes and seconds come from the Sumerians who used a base 60 number system, who then passed it on to the Babylonians
This is the same reason many professions like carpentry use feet instead of meters. 12 inches means you can divide a foot by both 2 and 3, which is handy.60, 12, 24 are good numbers because they're highly composite. you can divide them easily into many different whole parts. In particular 60 is divisible by every number from 1 to 6:
60
2 * 30
3 * 20
4 * 15
5 * 12
6 * 10
8 * (no integer, but 360 = 8 * 45)
etc...
that's a great advantage when doing mental math or abacus. whereas 10's only divisors (besides itself and 1) are 2 and 5.
Angles, nigger.Its the only non-base10 method of measurement that still sees serious use
Radians are even more "not base 10" than degrees. It's base is literally an irrational number.Radians, nigger
The base of the radian is the arc length (not sure that's the correct English term) of the radius of the circle.Radians are even more "not base 10" than degrees. It's base is literally an irrational number.
Respectfully disagree, but I still love you.The base of the radian is the arc length (not sure that's the correct English term) of the radius of the circle.
It's base is still decimal, even though pi/Tau are more used for practical purposes.