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Things I Need to Remember

5/11/2011

2 Comments

 
I am obsessed.  I can admit it.  I cannot stop thinking about this math stuff.  It is haunting me.  My drives home are filled with looking for more things that I can document, video tape, grab a picture, or just wonder to myself about math.  Yesterday I was videotaping the traffic lines as I drove by (illegal in my province so I must stop!), today I noticed the sign for the over pass that said 4.6 m.  All i can think of is,"If I count the lines I know I can find the speed, or if I can measure the cars ahead of me, by knowing how tall the overpass is!"  I have caught the bug.  I want to be in summer vacation right now, not because I don't want to teach, but rather because I want to teach well so badly!

It all started when I tried Dan Meyer's graphing stories, and then cup stacking lesson.  I had some kids legitimately hooked, even though I presented them terribly.  Well let me clarify, I had one out of two classes hooked.  When I taught the cup lesson to my less hooked class I thought to myself, "Well that is it, I don't have the knack for this," and I almost wanted to stop in the middle of it, because it was a moment lost.  Then we finally started to stack the cups, and the class stopped.  A few kids were slowly inching toward the centre.  Cup after cup was stacked, and I remember vividly at least one student, as if in a trance, approaching the front of the room to watch the answer being presented.

At this point I knew I had it.  I botched a lesson slightly, that was all right.  Part of it was because of outside circumstances.  When I saw the drawing power of this final act of the "math narrative" I realised that I could do this too.

A couple weeks past by, and I didn't find any much inspiration for these lessons.  I showed the kids Vi Hart's Math Doodling, and had them draw fractals.  They loved it!  Drawing shapes, and colouring them was so addictive to them.  I had students asking for more fractals to draw.  I challenged some students to do a harder fractal, and they wanted to do it!  I had a student say, "I am so happy you introduced us to fractals!"  I had them do a mini project where they graphed the number of shapes produced at each iteration, they did it freely, easily, and they had damn good graphs too.  They could see instantly that most of these produced an exponential function (although at grade eight they only needed to tell me that it was not linear).  I felt on top of the world.

Then the anyqs challenge came up this last weekend, and I decided that I wanted to go for it.  I searched through my textbook to find a boring problem that I could zap to life.  Price questions with a base cost plus a rising cost due to quantity intrigued me, and I decided to look for weird things on amazon.com.  I found Armpit whitening cream.  I had a hook that was my own, that I had made that weekend, put together prompts, and revealed to my students.  I shared the results of that already, but I missed what has been happened after.  Yesterday a student asked me if we could do another one of "those problems," because "it was fun."  I had to ask her for a dictionary to know what that f-word was, because it had been so long since I heard those words in my math class.  Another student, who does not fair well in my class (academically), was sucked into the problem.  We were moving on to other things, and he asked me (begged me nearly), if I could refrain from showing the answer to the class, so that he could keep working.  After working an hour he still wanted to struggle through this problem!  My jaw's re constructive surgery will be occurring sometime within the next week.

And so now I am facing the reality.  I have a problem... and I want more of them.

My name is Timon, and I am a mathaholic.
2 Comments
Dvora
6/1/2011 07:02:54 am

Some cool things happening. I love the idea of the Vi Hart Math Doodling and fractal drawings. How did you guide them through that part?

Reply
Timon Piccini
6/1/2011 03:05:04 pm

I didn't go to deep into. I put up the videos and let the kids just draw. In her spirit I didn't want to make it too much about me telling them about Math. I taught them Sierpenski's triangle, and then let them try some other Fractals. Kids just loved the fact that they were not crunching numbers, and to this day I still see pictures of fractals, and students doodling fractals on their notebooks.

I don't know how to enrich it yet, but I feel like that will present itself sometime farther down the road. If you have any ideas I would love to hear them!

Reply



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