I'm thinking about math today (which I am no longer very good at, lack of practice) because I'm thinking about counting (which I can still do). Hmm, perhaps more accurately, I'm thinking about arithmetic, because I'm thinking about counting decades as we're coming up to a new one.
inside my head, ouch |
(Interesting that the whole world fell into financial difficulties together too, isn't it? Mixing up numbers with emotions seems somehow a miscalculation, something to remember the next time—tomorrow?—the stock market slides.)
So why does this make my head hurt? I mean, it's kind of ad nauseam for members of my family, and I hate being a pain to them; but while they can count, they have succeeded in letting this idea go, if they ever held it. I fear I have more of my curmudgeon father in me than I like to admit... Do I always have to be right? My goodness, this really isn't simple.
But to go on (yes, I do) I think where the confusion comes in, is that calendar years and age years are different. The point is, there is no year zero in our calendar, we went straight to one. I've read that zero wasn't always an accepted concept; perhaps it has something to do with that, the same way that perspective wasn't always understood in art. So do people have a better understanding of art than of numbers? Maybe.
But this beginning with zero means you have to get to the end of 2000 years (that would be to the beginning of 2001) before you slip into the next millennium. The same (and less!) counting applies to decades: starting with the first decade AD—remember, no zero—you start with the year 1, and have to get to the end of the year 10, before you get into the beginning of the next decade at year 11. Therefore, you have to get to the end of 2010 to get to the start of a new decade, 2011, this coming Saturday. Whew, glad I cleared that up.
When we are counting the years in our ages, there is a zero year. We don't 'turn' one until we've completed a whole year. That means that while I am said to be 58-years-old, I am well into my 59th year. On my 59th birthday I will be starting into my 60th year. When I get to be 60, I will be entering my 7th decade. (Geez, that's depressing.)
This way of counting our age is cultural, if I understand it correctly. The Chinese, for one, begin counting their age with one (no zero year) and therefore the significant ages end in 1s. Sixty is no big deal, but 61 is. But China joined in on the celebration over the year 2000, too. I suspect that was just a concession to their customers in the western world (the customer is always right) because their calendar is entirely different; it of course doesn't count from the (guesstimated) before/after of JC at all. As you might have noticed, given they also celebrate another New Year (and we wonder why China is such a rising power).
But numbers are apparently quite a puzzle to most of us. This would explain why the media are so full of stories about personal and public debt loads. Too many of us don't know how to count, how to add and subtract, and that less than zero, in monetary terms, is a problem.
I happen to think that precision matters, and getting your numbers straight can be as important as getting your words straight. Otherwise we're all speaking different languages, and that tends to add up to nothing (nada, zilch) but a lot of confusion, and plenty of misunderstandings.
But so what, eh? Maybe it just makes things more interesting. I don't have to be precisely correct all the time. Really. After all, when I get a Sudoku puzzle wrong, I just toss it. (Of course I notice I'm wrong...) No, no, I mean it. It's almost New Year's, countdown starts soon, and then we'll all be in the same decade no matter how you count it.
So here's wishing you a grand and wonderful New Year, with innumerable decades to come.
2 comments:
A happy New Year to you! I brought you a little gift - one that most of my friends really wouldn't appreciate. They're all math-disabled, as am I.
But still - I suspect you'll enjoy charlespaolino's blog entry. And what's not to like about a book entitled, Here's Looking at Euclid"?
You calculated correctly. I enjoyed the post and I like puns, and I will add the book to my list. I'm not math-disabled, but did pretend to be for a long time, probably out of rebellion, as my father was a math teacher. I think you've just nudged me into my next topic!
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