Saturday, October 15, 2016

Mathematical Practices--What??

I know there are some. I've read them several times. They are in my math teacher manual. I have them in a flip chart. But do I really understand what they mean?

Nope, not really. Not until yesterday.

Chris Shore from The Math Projects Journal came to my state and gave the keynote at a math conference I went to. Here are some highlights of his talk...

1. Teachers have to have a Growth Mindset. I must believe that kids can do it and that I can get them there. Is this a moment when I keep saying it until I believe it? I've believed that kids can do it, but I have a tough time thinking that I can get them there. Better work on that.

Here's my new mantra: Kids are that SMART and I am that GOOD. (He made us say it out loud several times.)

2. Million dollar teachers do these three things:
--have a no-options engagement policy in class (yay, I do this)
--do boot camp numeracy (what prerequisite skills must I teach today-or review-so that today's lesson can be fully learned), fundamentals are KEY
--H.O.T.S (always a struggle, but now I have ideas), each day as I think about the content, also think about the math practice-post those along with the standards

This is where it got good. He broke down those mathematical practices so that I could finally understand what they meant. (Can't teach it if I don't understand it.) He did this in kid-friendly terms. And gave us anchor charts to reference and post. If you want to see the charts look HERE.

He ended the talk by reminding us (the teachers in the room) that we matter the most in student achievement. 

And at the top of the list are relationships. And a growth mindset. And flexible thinking. And knowledge of our content.

So glad that I live in a world (my district) that values continued learning opportunities and that I make the time to go to them.
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1 comment:

  1. Love this. It does take a lot of careful thinking with the practices. I went to a week long PD two years ago all about the same topic and it was so helpful! I needed that explanation. Thanks for the reminder.


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