Sunday, November 17, 2013

Cubes and Slash Marks



One of the videos that stood out to me in MML (mymathlab) this week was the one with Cheyenne trying to figure out fair share for 18/6.  At first she was really, or at least seemed, unsure of what to do with the cubes she had.  Maybe I was just reading her wrong or didn't see what she was trying to do at first?  Anyway, she was asked if there were 18 cupcakes at the birthday party and there were 6 kids how many cupcakes would each kid get if we were to divide them equally among all the kids.  She had 20 cubes in front of her; she put two to the side and then proceeded to put 18 out in 3 rows of 6.  So she was able to figure out from that that each kid got 3 cupcakes.

I really like the idea of giving each child a bunch of cubes in order to figure these types of problems out.  You can just watch them figuring it out right in front of you.  Since I will be using this with my son who is going into Kindergarten next fall this video was a great example for me. 

One of the problems I had this week was one about two people having the same amount of something and then one giving one of theirs to the other and then that meant that the one person had just one more than the other.  I knew they were asking why that was not accurate and I literally couldn't figure it out in my mind!  I was thinking, yeah that IS right!  So I did 4 slash marks for each and then took one away from one and gave it to the other and it was obvious then that the person who gave away one was now two short from the other person!  Doing a little hands-on always helps me and I am sure that is true of a lot of people.
My logic...
IIII   IIII I
A great website for future math teachers: http://www.teachingideas.co.uk/maths/contents_multiplication.htm

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