So here's a quick synopsis of thing I am thinking of doing, some new ideas from TMC 14 will be highlighted, along with where I heard them.
First day, I may start with a slide show about me, this is from John Mahlstedt's Favorite Thing presentation. I hesitate a little 'cause I don't want it to be all about me, but I do think it could help build connections.
Daily Agenda, always write the date as a math problem, also from John Mahlstedt.
I usually start class with a clicker warm up on the previous days lesson. I liked Kathryn Belmonte's idea to spiral through previous units in the warm up. I will still use the clickers, but I think it will help with retention to have old units continue to show up randomly.
I had changed by SBG grading scale from 0-4 to 0-10 for more flexibility in grading. From general conversations with folks, I think it's better to use 0-4, I just need a better rubric.
I still like my SBG/resources online/YouTube video plan. A fellow teacher in one of the sessions I went to reminded me that parents will possibly use the videos as a refresher if they wanted to help their child. I think that will happen and I like the idea. The same teacher also suggested putting the videos on iTunesU so they could be downloaded if there was a problem with internet access at home, good call.
Just before TMC14, I went to a Global Math Dept presentation on SBG, Matt Owen showed a slide with the list of things students need to have before they can retest
Just before TMC14, I went to a Global Math Dept presentation on SBG, Matt Owen showed a slide with the list of things students need to have before they can retest
I will be making a modified version of this, but I think it's a great start. Jessica (@Algebrainiac1) also suggested they fill out a Google form when they are ready so you know they are coming, I will probably do the same. I also think a list of things they have to do to retest can help solidify classroom procedures.
The discussion in my morning Algebra 1 sessions about assessing functions were very useful. I plan on doing a much better job of teaching functions this year.
One of my alg 1 classes has a lab associated with it, I liked some of the ideas in Kathryn Freed's intervention session, I will probably put them in groups with whiteboards and let them work. I will make the groups based on what they need to study from SBG results.
I liked the work that Mathalicious and Illustrative Math are doing to make lessons that are both Common Core and PBL. My curriculum needs more of this kind of thing and I will be looking those over. I also hadn't heard about Robert Kaplinsky's lessons, I need to look through those. http://robertkaplinsky.com/lessons/
I learned about Desmos at the Anja Greer conference at Phillips Exeter last summer. I used it a little, but there was a giant buzz around it at TMC 14, I need to use it more in my PBL quest. I think that will be easier when my school goes 1 to1 (hopefully) next year. I will try a few lessons to get a feel for it.
I learned about Desmos at the Anja Greer conference at Phillips Exeter last summer. I used it a little, but there was a giant buzz around it at TMC 14, I need to use it more in my PBL quest. I think that will be easier when my school goes 1 to1 (hopefully) next year. I will try a few lessons to get a feel for it.
Just as a general thing, there are a very large number of algebra 1 resources on Pinterest, I didn't realize that before. Lisa Henry's TMC Pinterest board got me looking and there's a lot of good stuff.
Another My Favorite Things was on planbookedu.com. I use it, but I don't use the links to the extent that the presenter did.
Another My Favorite Things was on planbookedu.com. I use it, but I don't use the links to the extent that the presenter did.
I need to look through the session pages in the Wiki, I'm sure there's lot's there.
As far as future communication goes, my Twitter skills improved tremendously. I met lots of people and it's much easier to understand the communication flow. I have a better idea who to follow and I'm better with lists and TweetDeck. I'm also more clued in about blogs as well. Dan Meyer's presentation gave me a better feel for the MTBoS and who's in it.
I thought there was a lot of power in Steve Leinwand's presentation about emphasizing the WHY over the HOW. I would love to teach math that way, he made sixth grade math sound like the subject I really want to teach. CCSS alg 1 still has so many skills in it, I think my school is a long way from that kind of teaching as a whole, but I'd like to strive towards it.
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