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October, 2012

What Do You Call Your Writerly Acquaintances?

We writers are connected in many ways. Some have pretty straightforward labels.

The Writer-Friend. Not that they need to be set aside from friends in general, but they meet extra qualifications. They know the lingo like “querying” and “form rejection” and the accompanying angst.

The CP (Critique Partner). Like the Writer-Friend squared, they don’t just wish us well in the trenches—they help us get the right gear, find the best paths.

The Author-with-a-Capital-A. The rock stars of the writing world. The multi-published, best-selling authors. Those people the rest of us can’t quite bring ourselves to equate as being in the same profession we’re trying to weasel our way into.

Then there are other connections, a little more nuanced, and that’s where the labels get a little head-scratching for me. Most specifically, writers with an agent or publishing imprint in common. I often see such writers referred to as agency-sisters, for instance.

But what about the guys? My agent represents several male writers (and illustrators!), but I’ve never seen anyone say anything like, “Yeah, Jimmy’s my agency-brother.”

Is it because as females, we’re more likely to establish and define relationships in this way? For guys, are we just all writers and that’s enough?

Does it matter? Probably not. But this is the way my brain works.

I guess I’ll just stick with the labels for myself … a happy AQCer and member of the Literaticult.

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What Your Math Teacher Probably Didn’t Tell You

First off, this isn’t about the ubiquitous question every math teacher faces: “When are we ever gonna use this?” (The answer: You may not use an individual skill from class. Then again, you might. Few of us end up doing exactly what we thought we would as kids. More importantly, while learning the skills, you’re developing the problem-solving, critical-thinking part of your brain, and THAT you will always need.)

With that out of the way, here’s what it is about. Sometimes math teachers or textbooks make us do things in an overly demanding way, or using arbitrary rules. It’s not always the times students think. There are good reasons for doing things the long way before learning shortcuts.

Here’s one example where I think we get away from the spirit of mathematics. “Put your answer in the form of a fraction unless there are decimals in the original problem.” Um, okay. Why?

What if I have a problem involving money, using only whole numbers initially, but the answer isn’t a whole number? It only makes sense to give that answer in a decimal. That’s an obvious case, but what about regular bare-numbers equations? What’s so wrong with saying 0.5 instead of 1/2? They’re equivalent.

So I’ve gone for a rule that’s a little tougher. It means I have to watch for multiple correct answers when I grade work, and it means students actually have to think a little extra. I want the exact answer, not approximations, except when (a) the instructions say to round to a specific place value or (b) the context dictates an approximation is the only way it makes sense.

The reason? That’s how answers get used in the real world. You use the form of the number that makes the most sense for the situation.

Kids need to know how to think, how to reason, how to work something out. When they get used to memorizing arbitrary rules (“Do it this way because that’s how the teacher said to do it”), they don’t delve in for deeper understanding.

That’s what I think, anyway. Are there other rules your math teachers made you follow that didn’t seem necessary to you?

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