It’s not that a system based on base 6 would be strange. That’d be a logical system, too. Just as any other system that consistently uses a particular base.
However, a system that uses numbers of base whatever but then proceeds to jump from one unit to the next one in completely arbitrarily sized steps such as 3; 22; 10; 8; 3 is illogical in any base.
Mostly because it’s very easy to make calculation on base 10.
If i ask you to tell me how many millimeters are in 5.7 meters you could probably reply easily without a calculator.
You probably wouldn’t do it as easily if it wasn’t base 10
We define 1000 mm as one meter as we are base 10 centric. If we live in a base 8 world, we would have define 8x8x8 mm as one metre and the answer to 5.7 m base 8 would be 5700mm base 8 too
It’s not fundamentally easier to do calculations in base 10. It’s only easier for us because that’s what we learn as children.
If our number system was based on a superior base, like dozenal or senary, we would be able to do calculations on that base easily and would find working in tens awkward.
deleted by creator
Man I love this comic. Glad to see it on Lemmy!
One of his books explains it with 3 fingers on each hand and 2 toes on each foot - so a base-10 system makes vague sense for those beings.
deleted by creator
It’s not that a system based on base 6 would be strange. That’d be a logical system, too. Just as any other system that consistently uses a particular base.
However, a system that uses numbers of base whatever but then proceeds to jump from one unit to the next one in completely arbitrarily sized steps such as 3; 22; 10; 8; 3 is illogical in any base.
Mostly because it’s very easy to make calculation on base 10. If i ask you to tell me how many millimeters are in 5.7 meters you could probably reply easily without a calculator. You probably wouldn’t do it as easily if it wasn’t base 10
We define 1000 mm as one meter as we are base 10 centric. If we live in a base 8 world, we would have define 8x8x8 mm as one metre and the answer to 5.7 m base 8 would be 5700mm base 8 too
It’s not fundamentally easier to do calculations in base 10. It’s only easier for us because that’s what we learn as children.
If our number system was based on a superior base, like dozenal or senary, we would be able to do calculations on that base easily and would find working in tens awkward.