THAT'S why human intuition about measurement doesn't mean a damn thing.
Using metric means using the system optimized for humans. Period.
A scalable system that shares the divisibility of the foot would certainly trump both systems.
The usual convention in construction in Europe is multiples of 150mm, for example a typical large appliance is 595mm wide to fit a 600mm wide space.
Which might be obvious due to me debating the merits of the number 12 on the internet.
Base-10 absolutism rears its head again. The objection to 1/3 is that it has a non-terminating decimal expansion. This is not a problem if you're using base-anything-with-3-as-a-factor.
As for temperature, 0 is really gold and 100 is really hot in pretty much every scale, that's just a very subjective way of describing things.
It's just an established convention. And it sucks.
Measuring dry goods by volume instead of by weight? Good luck ever getting consistent results.
Base 10 math is the most intuitive for humans. Fractions are an abomination.
And whatever you are measuring that length with, fucking awesome job getting 1/16 or better tolerances over that amount of distance with .
Humans are good at base 10.
For this human, the relationships when (for instance) talking about water are great -
1g = 1ml = 1cm^3
Humans are really good at doubling and halving, which the Imperial system excels at.
What's double of 3.7 feet? Or half of 1.5? What is 3.7 feet even? Is it 3 feet 7 inches or 3 feet plus 7th of a feet (This last question is a nitpick)
Any of these in metric are super simple, but just harder to do in base-12.
Don’t get me wrong, I’m certainly not a proponent of the Imperial system (for instance, calculating prices for groceries is painful). I am just pointing out that the metric system doesn’t take into account many Human use cases (Base-10 isn’t great for Humans). It was a system forced upon people by an ‘ivory tower’, and consistent with US philosophy, it makes sense that they rejected it.
It's definitely ONLY because of base12, but being base12 - imo - positions it far beyond metric for daily use. There's a reason why food items so commonly come by the dozen. Why would anyone prefer to build a house using a system that can't even accurately measure 1/3?
Far out I can invent a system that is unique to everything, and I can create my own abominable conversion ratios all I like. It doesn't make the system superior, it makes my system necessarily inferior.
My TV is now 12 Settos in size. My surround system consumes 12 audots of power. My fridge holds 12 cubic fudo of room.
There. Now everything is easily divisible by 12ths.
I won't even go into conversion factors on this insanity.
Metric is objectively the better system to anyone that doesn't have a decades-long familiarity with the stupidity that is the imperial system. That's coming from an american without a college education, by the way. I am the target demographic for the pro-imperial people. I wasn't abducted into any metric-only education system and forced to convert or fail and disappoint my family. I was a disappointment by my own hand, thank you very much.
Good luck with imperial. And has to be accurate to .02mm. In metric? This is a no brainer
Whole numbers don't make things easier to measure or cut or reason about. I can measure in thirds or fifths of a meter or a foot or an inch or any unit you want with a compass and a straight edge.
You're arguing that the mark on the tape measure is possible for imperial and impossible for metric, when thirds are involved. Not true.
I work in software and data analysis in the construction industry. A continuous measurement is good for some things, but it's definitely not good for discrete measurements. Furthermore, a lot of the people who work in the field for construction greatly prefer Imperial for a reason. They have no bias towards systems beyond what works fast and easy.
If you consistently have to use a weird measurement over and over again, you usually end up making a temporary ruler (paper, wood, metal) anyways
(The point is, there is nothing any more "infinite" about the rational number 1/3 than 1/4, 1/5, 1/2 or what have you. It just can't be written in the arbitrary base 10 system, just like 1/5 can't be written in base 12)
Am I missing something? Wouldn’t it just be putting your finger on the 10 cm mark? This is approx 4”.
I realize this is not exact conversion, but it’s trivial to come up with examples where metric is easier: say you have a piece of wood 7 7/8” long that you want to cut in half. Is it easier to put your finger on 3 15/16” or 10 cm?
How about 1/3rd of a tree? It's likely to be in some ungodly fractional amount of an inch, that's extremely hard to convert into feet, but in metric the decimal system just makes it super easy.
Not being a whole number does not make it harder to find where it is.
By the way, why isn't your currency base 12? All the purported benefits that apply to length would certainly apply to money as well.
You also can't point to a line to measure a quarter of an inch, unless they have specifically added 1/4 marks. What's your point?
But from what I am reading it sounds like you’re not able to do the job, the blocks need to be 3 1/3” wide each. It’s a no-go if I see someone try to cut them to 3 5/16”
What kind of system doesn’t let you cut such a fundamental length into thirds. Crazy.
As far as we know, humans are the only thing in the universe that care about any of this stuff. A computer couldn't care less if you are using 1 foot or 0.3048 meters.
Why not optimize for humans, the things actually using these things? Optimizing for the computer just seems...silly. It seems like something somebody from the 1970s would have thought was a futuristic idea.