WEBVTT

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Hi, welcome to the What in the World is dyscalculia

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 podcast. I'm your host, Dr. Honora Wall,

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and What in the World is dyscalculia is sponsored

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by Educalc Learning. Educalc Learning is a company

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that offers teacher training, classes for homeschool

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students, and guidance on the math learning disability.

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I'm also the founder and executive director of

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the Dyscalculia Training and Research Institute.

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That is a non -profit organization that works

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with school districts, state departments of education,

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and schools for a variety of trainings and research

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topics around dyscalculia. And that's what we

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talk about in this podcast. So this is the first

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episode of season three. We have some goals this

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year. I'm glad you're going to be part of this

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journey with us. One is to bring you a lot more

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research from a variety of researchers doing

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some excellent work in the field of dyscalculia.

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That's really important because the published

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research of dyslexia compared to dyscalculia

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is running about 10 to 1 right now. We have some

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great stuff out there about the math learning

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disability. but we need a lot more. And the first

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step is to raise awareness and talk about dyscalculia

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and encourage more researchers to join us in

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getting more studies underway and out into some

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peer -reviewed journals. Another big goal we

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have for the podcast this season is to bring

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you more guests and to have more discussion with

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other leaders in the field and other education

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leaders who are talking about social emotional

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learning and executive function issues and all

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sorts of topics. If you have an idea for a topic

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that you'd like to know more about or someone

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you'd like to see included in our podcast, please

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reach out to me. I'm pretty easy to find. First,

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you can email me at Honora, H -O -N -O -R -A,

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at EDUCALCLEARNING .COM or Honora at theDTRI .ORG.

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So let's jump into today's topic. And I wanted

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to start with a research study that I found just

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fascinating. I included in all of my training

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for teachers around dyscalculia ever since I

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came across it. It's really an exciting one and

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this came from, there we go, Dr. Katie Lewis

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who is in Washington State and she is a professor

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and she did this research study on dyscalculia

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with one of her college students who has dyscalculia

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and was studying to become a statistician to

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study statistics and did that very successfully.

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So Dr. Lewis wanted to know how did she get to

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that point in her journey because a lot of college

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students with dyscalculia do not study math.

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And sadly, a lot of people with dyscalculia have

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trouble getting into college. or successfully

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staying in college because of the math class

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requirements. The problem there is not the math

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or the math class, it's usually the setup and

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the structure. A lot of times in college students

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don't get the kind of accommodations and support

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that they should, and a lot of math professors

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haven't really heard about dyscalculia and aren't

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sure what it is or what they should do to support

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students who have it. So definitely need more

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awareness in the higher ed sphere. And here's

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a great research study for math professors to

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start with, but it also has really good information

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in the K12 system. Here's what the study found

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in a nutshell. Going to jump right to the summary

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section. rather than go through the methodology

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and participant description. In future podcasts,

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we might do that, but I'm not sure how many people

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listening really want to take a deep dive into

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the statistics of qualitative and quantitative

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research studies. If you do, let me know. I'm

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happy to talk more about those details. But what

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Dr. Lewis found when she did a case study with

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her student was that this particular young woman

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had spent most of her K -12 experience supporting

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herself in her math struggles. Common story,

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her teachers were not aware of dyscalculia, what

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it is, where it comes from, what the hallmark

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features are, or how to best support students.

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So she was not getting a lot of direct and explicit

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instruction consistently. She didn't have a lot

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of accommodations for having notes or her examples

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with her during assessments. That was tricky.

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And then what do you do with extended time that

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really has to be trained? So there were some

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key struggles. She was able to successfully compensate

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and learn what worked best for her through a

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lot of trial and error. And one thing that really

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became clear in this study was the incredible

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amount of time this student had to spend outside

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of class. Much, much greater than what any neurotypical

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student spends, even those who have straight

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A's and who study and really devote themselves

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to being good at math. Having dyscalculia, this

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student really had to fight a lot harder. So

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some of the things she found that were very successful

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for her. The first was finding and using her

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preferred type of graph paper. She used four

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squares per inch, the very oversized so she could

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really see what was going on. And this helped

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her align her math problems and space out her

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work so that later she could really see what

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was going on. She had plenty of space to work

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with. She found that using one particular kind

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of pencil and eraser, worked best for her. And

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this makes a lot of sense to me. If you've tried

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using different pencils and erasers or sometimes

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using pen, you know that the thickness, the quality,

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the sharpness of a pencil, that all makes a difference

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in your writing style, whether or not you can

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really see your work later. And it can even impact

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the feeling. If I'm using a pencil, it has to

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be sharp enough to kill. Otherwise, I'm constantly

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sharpening it. I don't like a dull pencil. Also,

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when you're using different kinds of erasers,

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some erasers are only an eraser in name. They

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don't actually erase anything. They just smudge

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everything around on your paper. Makes it very

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distracting and hard to work with. Sometimes

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they just make your paper fall apart. Sometimes

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they just crumble and disintegrate. In order

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to avoid any of those frustrations and make sure

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she knew that when she was working everything

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would go smoothly, she stuck to one consistent

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brand. You may or may not find that when you're

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finding your own support tools, but consider

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that because every aspect of practicing math

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can impact your experience and we want to make

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it as smooth as possible. That way it's enjoyable.

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You're going to remember more. You're going to

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feel good about it. You're more likely to do

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the work later. So keep all these things in mind.

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She also used a lot of colored pens, which I'm

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also a huge fan of. What this student would do

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is make her own color coding system for her notes

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so that she used certain colors to trigger either

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certain operations or certain examples. For me,

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I use color a lot with geometry so it can really

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train people exactly where to look and we're

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matching vocabulary with the shape or the part

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of an object or the specific angle or sides we

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need to focus on. So color is a very effective

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tool. You don't want to make everything a different

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rainbow color. You want to have some meaning

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or consistency behind it so that it draws your

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focus. And this one made a lot of sense to me

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after having worked with students who have dyscalculia,

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but the amount of time I just felt very much

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for this student. When she would go home after

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class and rewrite her notes, which she did all

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the time, Instead of using those mathematical

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symbols like a plus sign, a minus sign, parentheses

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for distributive property, things like that,

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she would rewrite everything using words. So

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instead of an Arabic digit of three with a plus

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sign, Arabic digit of five, this is my example

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I'm using for you, she would write out three

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T -H -R -E -E space plus P -L -U -S That way

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when she was reading it later she had a narrative

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and I do find a lot of my students with dyscalculia

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prefer this method when we're trying to figure

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out how they can write notes that will help them

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prepare for an assessment. You really want to

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practice having a future conversation with yourself.

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Harder than it sounds. So it might take you a

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few tries before you really land on something

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that works best for you. Some students will write

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step one, step two, step three next to their

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worked examples, or they might put full sentences.

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Now, of course, if a student has dyslexia or

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dysgraphia, that might not be their first choice,

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but you could also use a voice to text to help

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out with that. But anything that will help the

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notes make sense to you later. Because a lot

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of students would just calculia find that they

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will take excellent notes. And within 24 hours,

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they can look back at those notes and go, well,

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I have no idea what I meant. So play around with

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note taking and give yourself the space to see

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what works, what doesn't, and make some changes.

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A couple of other things this student did was

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to create a running dictionary for herself. And

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this contained the different mathematical symbols,

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what they meant. We use so much shorthand, especially

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in upper level math. And we do that because mathematicians

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like to make things as efficient and simple as

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possible. You might not know it when you're trying

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to teach yourself. upper level now for sure but

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it is a way of making things very smooth and

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fast quick and efficient but if you're not sure

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how to interpret those symbols then they're not

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very helpful and you're not going to get that

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meaning excuse me so uh very dusty here today

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doing this longer podcast i should have made

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a hot tea all right So this dictionary she would

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build out over time, so it made sense to her.

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She would rewrite any problems from class in

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a format that was consistent for her and the

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way that she could best solve them. And she used

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a consistent solution style every time. That

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way she wasn't having to constantly look for

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the best option for a certain thing. She knew

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exactly what to do. and she had to spend a lot

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of time trying to find real world examples for

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herself. That's a good message for us as teachers.

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We need to spend some more time taking abstract

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concepts and making them real world examples

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our students can connect with. The important

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thing to remember when we're doing that is that

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we don't live in their world and they don't live

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in ours. So something that's real world for an

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adult is not going to be a real world example

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for a student. So just think about math differently.

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And you can really teach any math class in the

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room you're sitting in. Your real world examples

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can come from the concrete in your immediate

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vicinity. They can come from your local park.

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They can come from the classroom. They can come

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from your house driving to and from school. But

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a lot of our word problems especially in most

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of our math curriculums don't really do that.

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So spend more time talking with your students

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with dyscalculia and see if you can make some

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real world examples in the space you're in because

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that truly is the world that you're both sharing.

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So if you want to know more about that study,

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look up Dr. Katie Lewis. She does have other

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research studies out there, a lot of really great

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information, and I think this is a great way

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for us to bridge that gap between research studies

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and what we can do practically in the classroom.

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I come from a pragmatic lens for my frame of

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reference around education. What do we need to

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do and how do we get it done? And for most of

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our students, what they need to do is pass math

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class so that they can maintain grade level work

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and progression, so that they can graduate high

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school, so that they can complete their college

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degree and open up more career choices, more

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earning pathways, and have a better understanding

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of themselves as students and as learners. I

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can tell you from my work, Absolutely. Students

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with dyscalculia can and should do upper level

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math and science classes. They're more than capable.

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Those classes are much easier than elementary

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school. Elementary math is much harder for people

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with dyscalculia. And if we look at examples

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like the student Dr. Lewis included in this study,

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there's no reason why dyscalculia should keep

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a person from reaching any of their goals, including

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majoring in math and using that as the way to

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finish their college degree. Last goal for this

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new year is to have summaries and links to some

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of these research studies on both of the websites.

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So if you want to know more about this study

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right now, go to Google Scholar or go to Google

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itself and type in Dr. Katie Lewis and find her

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and you can find more of her work. In the near

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future, keep checking our websites and look for

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more research studies to be included in that

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space. And then, of course, we have lots of reels

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on social media if you're looking for some quick

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bites of information. We have a support group

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for teachers on Facebook. That's a public group

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where you can meet colleagues and ask questions.

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And you can email me anytime. I'm Dr. Honora

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Wall. I love talking about dyscalculia and I

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thank you for being a part of this journey and

00:16:23.039 --> 00:16:26.220
listening to the What in the World is Dyscalculia

00:16:26.220 --> 00:16:26.940
podcast.
