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It was a great perspective to
see all three videos, Math
Education: An Inconvenient Truth , Math
Education: A response to “An Inconvenient Truth” Part 1 , and Math
Education: A response to “An Inconvenient Truth” Part 2 It was great to see
the different sides. The College Professor sat a bit on both sides of the
fence. In this last video he discusses that math is being taught as abstract.
Students developmentally do not start thinking abstract till they hit their
early teens. Yet we are expected to teach students in the elementary grades to
think abstractly. Students only worry about the here and the now. If it isn't
relevant to me today, than why I should learn this... so you say I will use
this in the future; my future is in 10 minutes when I go out to recess and if I
should play with Bob or Jill.
He goes on to say that math
is useful, that it isn't a bunch of formulas. Rather that students need to
think things out. It's the thought process and the understanding of numbers. He
really didn't know the books that were being used, but what he could understand
of the books and the few he knows, is that the books are trying to make math
sensible and useful for students.
He goes on to make another
good point; teachers don't always buy into the books. If the teacher teaching
the math, from said book, doesn't buy into it than it won't be taught that way.
I know many teachers who say yeah we did it the book way the first year and now
I modify it to my liking. It seems to me and to the author of the second and
third YouTube video, that we as adults, yes, even us teachers, can't get past
the way we were taught math. I know personally I learned by a formula method.
This is the formula memorize it and that’s it. I can tell you, so I memorized
others I had no idea.
He makes a point that you
can't change the curriculum without changing the national tests. I feel that
this shouldn't be true, unless they are looking for a specific formula, than
yes this would be true. If the goal of the test if for students to answer the
questions, show their work and get the question right, than we as teachers
using other forms of learning math shouldn't sweat national tests. If these
tests require specific formulas to pass, well than buckle up, for the next nine
months you will be teaching for a test. Sadly most of the tests are at the beginning
of the year and don't reflect your teaching and a summer break in their as
well.
I loved that he said the
ultimate goal is for students to understand numbers, make sense of them and to
also know the algorithms. Math needs to make sense for it to stick and for us
to want to attempt to try it again down the road or to take interest in it
again. Once the numbers make sense and you can look at a problem and work your
way through it, than that is the time to practice. I would rather spend time
teaching kids to think about the numbers and then having them practice and
really understand, than to have to try to figure out where they went wrong and
try and correct a process that they have wrongly engrained.
You need to know how to think
or you don't trust the process... if you don't trust the process would you keep
trying or give up?... step in to an elementary students shoes for a moment to
answer that question... Even as an adult, I'm not sure I would...
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This blog is for an elementary math course I am taking to complete my initial certification in Elementary Education.
Wednesday, July 10, 2013
Response to YouTube Videos... What's your take?
Response to YouTube Videos... What's your take?
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