this post was submitted on 24 Apr 2026
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[–] ryathal@sh.itjust.works 2 points 18 hours ago (1 children)

The fraction allows you to communicate length and tolerance in a single number. A decimal implies precision to the last number, a measure with a fraction can show 1/8 as more granular than 1/16. 1/8 of a cm is less precise than a mm, but if you wrote 1.125 cm, you are now implying sub mm level precision.

This matters because the level needed in building generally doesn't line up to 1/10 measurements. For example if you had a brick wall and a row had 1 cm height differences between bricks in a row it would be extremely obvious and look terrible. A 1mm height difference would be impossible to notice, but is also overkill to get that level. Ideal is about 5/8 cm or 6.35 mm difference over 3 meters of wall. The fractional measure often ends up easier to work with in practice.

[–] rbos@lemmy.ca 2 points 16 hours ago* (last edited 16 hours ago) (2 children)

"The fraction allows you to communicate length and tolerance in a single number"

I don't see how that isn't true of decimals, too. 0.1 indicates a precision of 1 digit, 0.12 indicates a precision of 2, 0.120 indicates a precision of three.

[–] ryathal@sh.itjust.works 1 points 12 hours ago

Exactly like my example above. 1/8 implies +or- 1/16. While .125 implies +or- .0005, but it was only measured to +or- .0625, which is 2 orders of magnitude different.

[–] chiliedogg@lemmy.world 1 points 15 hours ago (1 children)

How do you account for doubling precision? Decimal only records 10-fold steps.

[–] rbos@lemmy.ca 1 points 11 hours ago* (last edited 11 hours ago) (1 children)

In any context where it's important, you'd note it with +/-. Not really a problem.

I guess there's nothing wrong with saying 1/8th metre, 1/8th centimetre, 15/16th metre either. Just as some people might use 0.356 inches.

[–] chiliedogg@lemmy.world 1 points 4 hours ago

I'd be a big fan of fractional metric.

Although if we really wanted to go crazy (this will never happen), we'd ditch base-10. It's a stupid base that we only use because of our fingers. Base 12 is superior and is actually the strongest defense of feet and inches (though yards can fuck right off). It has 6 divisors whereas 10 only has 4.

Base 60 is also cool (divisible by 1, 2, 3, 4, 5, 6, 10, 12, 15, 20, 30, and 60), but that would also be significantly more difficult to teach children - it takes them long enough to learn the order of 26 letters.

And being a geographer, I adore 360 because it's fucking awesome to work with, and you don't get a better composite until 2520, which is just too much to deal with.