I’m hoping that as math instruction improves and becomes more “brain-friendly,” we’ll see fewer kids struggling in math.

When I was in my doctoral program, I was amazed at some of the research coming out on kids’ understanding of math concepts. We assume that children all learn pretty much the same math at roughly the same ages, and that they learn these concepts in math class.

In fact, there’s a wide natural variation, and not necessarily a lot of correlation between the math kids are taught in school and the math they actually know.

[I'm going to devote my Thursday blog posts to the topic of All Things Academic: reading, writing, 'rithmetic and the other school subjects.]

Last week I said that I see value in having kids (and all learners) memorize a certain amount of factual information.

I also said that I’m not a fan of rote memorization of multiplication “facts.” Kids should also be learning when and how to apply all of the four operations to various situations.

[I'm going to try devoting my Monday blog posts to the topic of Learners with Special Needs, which, I find, describes us all in some way or another.]

I’m so impressed with the Khan Academy videos, and I’ve been experimenting with ways to use them with my students….and with myself!

Do math tutors ever suffer math anxiety?

I do, sometimes, when I know I’m going to have to teach a topic that lies at the outer boundary of my own expertise.

So, yes, I am feeling anxious right now, because this afternoon I’m going to have to help a student with some pretty sophisticated trigonometry (including those dreaded “ferris wheel” problems). It’s stuff I don’t do every day…and it’s hard!

Here’s how I’m coping:

I just finished doing a talk at one of my local libraries, called Tons of Tips to Help Your Child Learn Better!

My favorite tip is the simplest: HELP THEM.

It’s pretty amazing how parents hesitate to just sit down next to their child and offer some basic assistance. It’s usually for one of two reasons:

The most common math error I see is the “dropped” negative sign.

The problem calls for a -3, and the kid copies down a 3. Or they calculate an answer of -14 but they only write down the 14.

I expect to see this when kids are first learning algebra; I attribute it to the heightened demands on their attention that all those new algebra rules impose. The negative signs are like cell phones or car keys; little but important things that get left behind in the shuffle.

Students ask me this all the time, usually in reference to some especially tedious math lesson.

And for years and years I worked hard to come up with sound explanations for WHY we need algebra, WHY chemistry is important, etc, etc…

Kids would listen and then look dissatisfied.

One day the lightbulb went on for me: I’m answering the wrong question!

Test preparation is big business these days, and I’m part of it.

I’ve been prepping kids for the SAT, ACT, PSAT, SSAT, ISEE and other tests, for decades now.

Is test prep a plus? Or does it do more harm than good?

In my opinion, it depends on how the preparation is done.

Is the goal merely to achieve a higher score? One common approach is to teach tricks and shortcuts, which supposedly produces higher scores quickly. JenBee wrote about how harmful this sort of coaching was for her: