[Blindmath] Understanding math versus passing standardized tests of math
Lewicki, Maureen
mlewicki at bcsd.neric.org
Sun Nov 24 15:10:13 UTC 2013
I agree, Susan about this: " a growing disconnect between
> the math knowledge and understanding that is likely to turn out to be
> useful and the math questions that show up on standardized tests." Essentially we can 'thank' the developers of Common Core for the disconnect!
Maureen Murphy Lewicki
Maureen Murphy Lewicki
Teacher of Visually Impaired
Bethlehem Central School
332 Kenwood AvenueDelmar, NY 12054
http://bethlehemschools.org
(518) 439-7460
Fax (518) 475-0092
"The real problem of blindness is not the loss of eyesight. The
real problem is the misunderstanding and lack of education that
exists. If a blind person has the proper training and
opportunity, blindness can be reduced to a mere physical
nuisance."Kenneth Jernigan
-----Original Message-----
From: Blindmath [mailto:blindmath-bounces at nfbnet.org] On Behalf Of David Tseng
Sent: Saturday, November 23, 2013 6:01 PM
To: Blind Math list for those interested in mathematics
Subject: Re: [Blindmath] Understanding math versus passing standardized tests of math
I agree with you on your general point that there's issues in the way blind students are taught math today.
Teachers and VI specialists take on the task of creative ways to represent information to a blind student if the student is lucky. However, the quality of this "creativity" varies wildly amongst educators. You get even more variation when you get to university where professors can have all sorts of competing priorities and demands on their time.
With that said, to address your specific point, I firmly believe visualization is quite important when dealing with math. Many concepts (i.e. the derivative), have an intuitive definition only obtained by visual means.
Graphing functions is another way to understand relationships between two sets of numbers (or three in the case of three variables, and so on).
The challenge lies in the way blind students should be taught and tested.
It doesn't change the usefulness of picturing a graph. Going through the steps of plotting helps reinforce the aspects of functions that can seem "abstract" when only staring at an equation.
On Sat, Nov 23, 2013 at 12:48 PM, Susan Jolly <easjolly at ix.netcom.com>wrote:
>
> I'm commenting as a "sightling."
>
> I'm retired from a successful career involving applied math and
> computational math. I started out as a high school chemistry teacher
> and then went to graduate school to get a degree in computational
> (theoretical) chemistry. I can't ever remember having to plot by hand
> a function of two variables either as a student or in my career and
> I've had very little need to even interpret a plane projection of a
> such a function. I do not consider this an important general "math
> skill". It is, rather, something someone can learn when necessary.
>
> From the latest discussion on this list and also from reading about
> math education it seems to me there is a growing disconnect between
> the math knowledge and understanding that is likely to turn out to be
> useful and the math questions that show up on standardized tests.
> Questions based on visual representations are clearly unfair to
> students who are blind or have various visual impairments but they may
> also be unfair to sighted students if they obscure the students' lack of real understanding.
>
> The CAST organization has a number of US government supported research
> programs aimed at Universal Design for Learning. They have not to my
> knowledge addressed the problem of testing. Here is a link to their
> website if you want to read more about UDL and/or contact them.
>
> http://www.cast.org/index.html
>
> Best wishes,
> SusanJ
>
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