If you want a real answer, it’s probably to do with arabic numerals being a base ten system, then being adopted globally, after the standardization of a base 12 in isolation for something like time. Arabic numerals specifically probably resulting from us often having 10 fingers, so it’s a natively intuitive system from that aspect. Though representing numbers from other systems (like base 12) in systems like base 10, isn’t hard, so most often, we just don’t really think of them existing in base 12 (like time does) since we think in base 10 most of the time.
Ask someone who has dealt with the binary system about this, and they will tell you the exact same thing. Even people experienced with binary counting logic still natively translate it to base 10 because it’s more intuitive that way. It’s one of the reasons that the doubling of possibilities every additional bit is a relevant discussion. Technically in the frame of binary, you’re just adding one more place value, however due to how binary works, and how base 10 works, it’s a rather disconnected counting system (base 10 has a lot more redundant uses of numbers, binary is mathematically perfect)
It’s the same reason why different parts of the world speak different languages with different grammar rules, shit’s weird, and sometimes it doesnt get adopted logically.
we do, it’s literally the imperial system.
If you want a real answer, it’s probably to do with arabic numerals being a base ten system, then being adopted globally, after the standardization of a base 12 in isolation for something like time. Arabic numerals specifically probably resulting from us often having 10 fingers, so it’s a natively intuitive system from that aspect. Though representing numbers from other systems (like base 12) in systems like base 10, isn’t hard, so most often, we just don’t really think of them existing in base 12 (like time does) since we think in base 10 most of the time.
Ask someone who has dealt with the binary system about this, and they will tell you the exact same thing. Even people experienced with binary counting logic still natively translate it to base 10 because it’s more intuitive that way. It’s one of the reasons that the doubling of possibilities every additional bit is a relevant discussion. Technically in the frame of binary, you’re just adding one more place value, however due to how binary works, and how base 10 works, it’s a rather disconnected counting system (base 10 has a lot more redundant uses of numbers, binary is mathematically perfect)
It’s the same reason why different parts of the world speak different languages with different grammar rules, shit’s weird, and sometimes it doesnt get adopted logically.