Was out with my friend the Blinder tonight, talking about my plan to re-establish a gym routine and improve my diet. (Let's see how long that lasts.) I need to make my plan as numbers-driven as possible, and need to involve Better Half in the process in order to discourage his practice of showing me how much he loves me by making me more food. (Today I was packed two lunches.) So, I said that we need a new scale, as the one we have now (which I've had since 1987--it's lived on three continents) measures in pounds, whereas BH understands weights better in stones. The Blinder said, "There's one for your blog," and I replied "I've already done it!" But guess what? I haven't! All this writing I do is just running together; I've written about scales in the lexical semantics textbook I'm writing. The exciting implication of all that is that I can basically cut-and-paste bits from that manuscript and call it an exciting preview of my forthcoming textbook. Recycling! It's good! The only problem here is that the bit that I'm cutting and pasting is part of a larger discussion of noun countability. You'll just have to buy the book to make sense of it all, won't you now? [I'll paste in links to the catalog(ue) entry when it's finally published. Here I am, four years later, adding that link.]
Historically, the name for a weighing device is scales. It is plural because scales had two clear parts in which one thing was weighed against another. So, they looked like this:
(a)
Modern scales don’t involve balancing things in two plates (photo from here):
(b)AmE has changed along with the scales, so that item (b) is usually called a bathroom scale, but scales is still used for the older kind. In BrE and AusE, however, it is still called scales, no matter whether it has two salient parts or not. When Anna Wierzbicka (Semantics: primes and universals) asked Australians why the word is plural, they answered that it was because there are lots of little numbers on the contraption. This seems to be a case of the word leading the thinking about an object. That is, because they say scales instead of scale, some people think about scales as being 'made up' of little numbers because they need to make sense of the fact that this singular object gets a plural name. Wierzbicka also notes that Australian English has shifted from speaking of a pair of scales, to a set of scales (for (b)). There, it looks like the name scales was broadened to cover (b) as well as (a), but when people started to think of numbers (of which there are many) rather than the plates on which measurable bits are put (which come in pairs in (a)-type scales) as the 'plural' part of scales, they shifted to thinking of scales as sets, rather than pairs.
Hm, aren't you just dying to take a lexical semantics course now? Or at least in the market for a textbook? Hey, maybe I can get you a discount...
Historically, the name for a weighing device is scales. It is plural because scales had two clear parts in which one thing was weighed against another. So, they looked like this:
(a)
Modern scales don’t involve balancing things in two plates (photo from here):
(b)AmE has changed along with the scales, so that item (b) is usually called a bathroom scale, but scales is still used for the older kind. In BrE and AusE, however, it is still called scales, no matter whether it has two salient parts or not. When Anna Wierzbicka (Semantics: primes and universals) asked Australians why the word is plural, they answered that it was because there are lots of little numbers on the contraption. This seems to be a case of the word leading the thinking about an object. That is, because they say scales instead of scale, some people think about scales as being 'made up' of little numbers because they need to make sense of the fact that this singular object gets a plural name. Wierzbicka also notes that Australian English has shifted from speaking of a pair of scales, to a set of scales (for (b)). There, it looks like the name scales was broadened to cover (b) as well as (a), but when people started to think of numbers (of which there are many) rather than the plates on which measurable bits are put (which come in pairs in (a)-type scales) as the 'plural' part of scales, they shifted to thinking of scales as sets, rather than pairs.
Hm, aren't you just dying to take a lexical semantics course now? Or at least in the market for a textbook? Hey, maybe I can get you a discount...