Category: Notebook and self-help skills

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Long Range Planning in Regards to Math for Students Receiving Special Ed Services

Below is a photo of a hyper-doc that I use to map out a long range plan for math services and academics for students receiving special education services. Here is a link to a video explaining how the document is organized and how it “works.” (Note, the image of the document on the video is not crisp, so I suggest you look at the handout while watching the video.)

The document contains several links to resources such as videos, websites and blog posts that provide additional information. Feel free to reach out to me using the Contact Form on this page if you have questions or would like input. I am happy to help.

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Overlooked Skills for Success

Ask employers what skills are desired in graduates and you will not see academic competence at the top of the list. In schools we talk about creating life long learners and similar qualities but the major focus in the 7+ K-12 schools in which I have served is academics, or more appropriately grades as a proxy for academic mastery.  Add to this the focus on exit exams for graduation and you see major disconnect between the desired outcomes and the focus.

I have taught math at 5 colleges or universities and have seen first hand students struggle with content but also with independent study skills. Manchester Community College in Connecticut conducted a survey of students and asked students to cite reasons why students struggle in their classes. The second most commonly cited responses by students themselves is that students don’t know how to study (see below). In high school we talk about study skills. Teachers will share they expect students to be independent but often the focus is on academic mastery and not the study skills.

MCC survey

At Manchester Community College I serve as an instructor at a highly successful (based on objective outcomes) bridge program for first generation students. A major emphasis is a focus on student academic discipline with a mantra that discipline is the bridge between goals and accomplishment (see below). Learning how to BE a good math student, especially academic discipline, is as important as developing the prerequisite skills to be successful. This could be a major focus in the IEP for students who have a goal of college or post-secondary training..

discipline bridge

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Address Skills at Performance Points

performance-point

In the photo above you see a contrast between how children learn and how educators often teach necessary skills. Children learn to ride a bike by actually performing the target skills. This is a performance point – the setting in which the child actually performs. In school students are often taught necessary skills in isolation, away from the performance points. Imagine teaching a child to ride a bike by having him sit at a desk while the parent points out all the steps for riding a bike.

Often accommodations and supports are provided in isolation or out of context. Students with autism have lunch buddies in a contrived setting with an educator leading conversation. Students with ADHD have a weekly time to organize their notebooks. Students who have trouble functioning in a general ed classroom may be pulled out as a result.

Below are a couple of examples of how support can be provided at the points of performance. The photo below shows a checklist I used for a students with autism in my algebra class. They would follow the checklist and self-evaluate by checking off each step as it was completed. They were learning how to perform necessary skills at the point of performance.

checklist-in-class

Another overlooked point of performance is in organizing a notebook. Students should organize a notebook while IN CLASS and on a DAILY basis. I use the rubric below to help support students with this task.

checklist-for-notebook

Dr. Russell Barkley, an expert on ADHD, talks about performance points for students with ADHD in his book and in his ADHD Report. This focus at the “points of performance” can and should apply to any student with a disability (and students in general).

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Perseverance in Math

perseverance checklist

A major challenge for students is not content but how to “do math” which includes perseverance. The photo above shows a table that can be used to monitor progress on perseverance. It addresses two situations involving perseverance (see below).

The focus of perseverance in math is making an informed attempt when a path or next step is unclear (and does not necessarily result in a solution). Paths can be categorized as using a strategy, e.g. drawing a picture, or following an algorithm, e.g. steps to solve an equation. (See excerpt of CCSS Standards of Mathematical Practices below).

Perseverance in math involves two situations:

  • The initial entry point (strategy or algorithm) is not apparent but one is selected and implemented
  • An ongoing strategy or algorithm is determined to be insufficient and an alternative strategy or algorithm is selected and implemented

From the CCSS Standards of Mathematical Practice (bold font is my emphasis on the perseverance component)
1. Make sense of problems and persevere in solving them.

Mathematically proficient students start by explaining to themselves the meaning of a problem and looking for entry points to its solution. They analyze givens, constraints, relationships, and goals. They make conjectures about the form and meaning of the solution and plan a solution pathway rather than simply jumping into a solution attempt. They consider analogous problems, and try special cases and simpler forms of the original problem in order to gain insight into its solution. They monitor and evaluate their progress and change course if necessary. Older students might, depending on the context of the problem, transform algebraic expressions or change the viewing window on their graphing calculator to get the information they need. Mathematically proficient students can explain correspondences between equations, verbal descriptions, tables, and graphs or draw diagrams of important features and relationships, graph data, and search for regularity or trends. Younger students might rely on using concrete objects or pictures to help conceptualize and solve a problem. Mathematically proficient students check their answers to problems using a different method, and they continually ask themselves, “Does this make sense?” They can understand the approaches of others to solving complex problems and identify correspondences between different approaches.

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Independent Study Skills List

independent study skills listThe purpose of special education is to provide students with skills for future education, employment and independent living. A major obstacle for our students who have the potential to pursue post-secondary education is they do not develop effective independent study skills. Here is a list (link to WORD document) I have generated from professional experience and from research in this area.

If your child who is receiving special education services has the potential for attending college he or she needs to learn how to do a lot if not all of what is on this list to be successful. This means pushing for services to support these study skills.

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Self-Help Skills Video Presentation

See the video (link below) to find out about this photo.Slide28I believe one of the greatest problems in education is the challenge students have in taking an active role in the learning process.

This is a video of a presentation on issues related to academic self-help skills and how to develop them. This is especially important for students with special needs.

The sound quality is not what I want it to be but the slides may help make up for this. I intend to re-record this presentation.

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Questioning and Critical Thinking

IMAG2839

 

This is a page from an Elmo book in which a cutout figure of Elmo can be inserted into various settings such as a bakery. In lieu of reading the book I asked my 4 1/2 year old son questions about each setting, e.g. “what is Elmo now?”

The questioning approach I used was to ask open-ended questions and follow up or leading questions, e.g. “how do you know he’s a baker?” This approach works at all ages but is probably more common at earlier ages. What I have found is that students progress through school learning that math questions are typically right or wrong with little critical thinking. Students are afraid to answer questions because it’s all or nothing. On another post I address how we can shape critical thinking and this questioning is another approach.

I have a video showing this questioning of my son on youtube.

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Conceptual Understanding

discount tax problem

I gave a student a pop quiz on percent change – find discount and tax – after she completed  independent practice on this objective. The student followed the steps very well, as you can see in the photo (I added the ink later) up to the very end. At that point she added the tax to 6 for a total cost of $9.36 – good deal for an $80 coat!

This is hardly uncommon if not typical in education both at the secondary and post-secondary level. The focus is largely on steps and not concept building. I asked her follow up questions (as opposed to telling her what to do to fix it) to flesh out the concept. “What did you do first and why?” “What does discount mean?” “What did you do here (pointing to the 6/100 part)?” “What do you pay the cashier?” She was confused because she wasn’t thinking real life situation but got caught in the weeds of the math steps.

What often happens is that students give up when pressed to think. I often have students tell me “can’t you just tell me the answer?” and “you’re the teacher, you’re supposed to teach me.” I respond “Yes, I can show you and I already taught you; now it’s your turn.”

 

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Middle school to college

college long range planning (2)This is a photo of a table I created for a former 7th grade student of mine. It laid out his academic future leading up to college. The arrows were a visual part of my explanation of how college applications are largely based on the 9th, 10th and 11th grade high school years.

This is significant because many students struggle their freshman year of high school. If they have a bad year academically one third of their courses used to compute their gpa for the application is a drag on the gpa. There are other negative consequences for a bad start to high school such as a diminished confidence, poor study skills, shifting into a lower level academic track and self-fulfilling prophecy.

Preparing for college (or post-secondary education in general) really does start in middle school. This is magnified for students with special needs. Training them to be self-sufficient and to self-advocate can take a long time. The longer it takes to start this training the longer it takes for them to become fluent at these self-help skills.

As a long time adjunct instructor at various colleges and universities I have repeatedly been witness to the same poor study skills in college as I see in high school and middle school.

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