Task Initiation – An Accommodation

Some kids really struggle with executive functioning skills.   There are a lot of pieces to this particular puzzle and it can be really hard to fit all these pieces together.   This week, I decided to try to tackle one more of those pieces – getting a student to settle into class and get started.

I thought I had this issue pretty well figured out.    I have a structure to every class and stick pretty closely to the broad outlines of this structure.   Hence, kids have the same set of three of four things to do at the start of each class period.    I have the daily agenda posted on the whiteboard in the front of the class.    I verbally remind kids what they need to do when they arrive.   After redirecting a particular student ten times in the first five minutes on a regular basis, though, I decided that I have a little more work to do here.

IMG_0668Since this particular student was having so much difficulty getting settled into class each day, I decided to create a checklist for him of the things that he needs to do in the first few minutes after he arrives.   I didn’t want to stigmatize him, though, so I created a class set of the checklist.   I laminated them and then put one on each desk in the classroom.  The checklists can serve as a reminder for everyone and the student who needs the checklist doesn’t have to be any different than anyone else.

I started using the checklist yesterday.   I don’t know how well it is going to work in the long term, but it was great for yesterday.   Every one used it.   I didn’t have to redirect a single student.    A small victory, at least for one day.


A Theraband Fix

Sometimes, you just need a little help from your friends.    Fortunately, I usually recognize when I have hit that point and am lucky enough to have some incredible friends.    One of those amazing supports is the Occupational Therapist at my school.   While she works primarily with the student population in our autism program, she is a great resource when I need to figure out an accommodation for a student that will help him or her be more successful.

A few years ago, I reached out to her for suggestions on ways that I might support a student who has great cognitive abilities but who was not seeing success to match his abilities.   The primary cause for the disconnect between his ability and his performance was distractability.   He had trouble initiating tasks.   He was frequently off-task.   He frequently engaged in off-topic conversations.   He was in constant motion.   He did not  have a particular diagnosis or a 504 plan and that was not a direction his parents were inclined to pursue.

IMG_0667This is what my friend suggested.    I used a black theraband to create something that he could push on or bounce on with his feet.    This gave  him the chance to engage gross motor skills which seemed to help him focus, which in turn led to much greater academic success.

To make this, I folded the theraband in half and tied a knot.   Then, I wrapped it around the outside of the desk legs and tied it in place.      The key is to have the theraband stretched pretty taught and to have the knots pretty tight.   (It takes some real effort to get  it tight enough.)   It should also be fairly low, about 7 or 8 inches from the ground.   A black theraband works best because it is stronger.   (I am using a blue one this year because that is what was available.) The person sitting at the desk can put his or her feet on the band and push on it or the can put their feet under the band and pull on it.   In either case, he or she is engage gross motor skills that seem to help some students concentrate better.

While I don’t have enough data points to claim any statistical improvement, I can say anecdotally that it has helped considerably with students in my classes.   The students are able to maintain more focus, leading to increased academic success.   It is an accommodation I can do with minimal effort and that does not require me to deal with the distractions that always seem to come along with fidget devices.   Students like it (even those who don’t need it but sit in the desk during other periods).   I am a big fan of this simple little theraband.

An Unexpected Lesson in Inequity

It had been a week seemingly without end.  It was one of those weeks that every teacher has from time to time.  One week had bled into another which bled into another because entire weekends had been filled with work.   I was running on empty and just trying to push through the fatigue.


In the middle of a 6th grade lesson on writing expressions, I passed out some cards for a Quiz/Quiz/Trade activity to translate words into algebraic expressions.   When I planned the lesson, I decided to re-use some cards I had.   I didn’t have quite enough in a set for the the whole class,  but there was just no way to squeeze in the time to make another larger set.     No problem, I thought.   I’ll just use two sets of the cards.   Each set was a different color.   Half the class would use one color, the other half would use the other color and they would just quiz within their color group.

I watched the first round of the activity.   Everyone was successfully writing their expression.   The quizzing and trading went smoothly.  Students proceeded to find new partners as they finished their problems.   As I watched that second round, I saw a crack in my carefully constructed world.   As I watched the third round, I saw a giant chasm.

This is what happened.

When I distributed the sets of quiz/quiz/trade cards, I gave half of each table group one color card and the other half of the table group the other color card.  Based on my current seating chart, that meant half of the girls were in each group and half of the boys were in each group.   There was a tiny little wrinkle, though, that I hadn’t anticipated and that brought the whole house of cards crashing down.   My first period class is 1/3 female and 2/3 male.    The first round, as is almost always true, each student sought out a friend with the same color.   So, the boys partnered with the boys and the girls partnered with the girls.   The second round, the same thing happened.   However, this time, when the boys partnered with other boys, there weren’t enough girls.   Girls were left without a partner.   I held my breath, watching to see if the boys would notice and adjust their choices in the third round.    They didn’t.   Once again, boys partnered with boys and girls were left without a partner.

No one intended it, but my female students were not having an experience that was equal to that of their male counterparts.  There were things that I could have done differently to ensure this did not happen.   There were things that my male students could have done differently to ensure that this did not happen.   There were things that my female students could have done differently to ensure that this didn’t happen.   Unfortunately, none of us did.

Given that this happened, the best thing that I could do was to have a conversation with my students and to be very explicit about what I saw.   I began by telling my students what I saw and asking them if they noticed it.   A few of them had, but many had not.   Then, I talked to my students about what it felt like when I was in high school and was the only female in my Calculus class.   I talked about having confidence in myself and my abilities, but still feeling a little bit of an outsider.   Then, I talked about what it would have felt like if my peers had excluded me, intentionally or not.   I wondered if that was how the girls felt during our Quiz/Quiz/Trade activity.   Then, I asked  how many experiences the boys got with the activity versus how many experiences the girls got with the activity.   I pointed out that more experience usually means more success and wondered about the fairness of what happened.

Finally, I asked my male students to be more inclusive, to make sure that everyone was getting equal access to math experiences.   Then, I asked my female students to be less well-behaved.  They looked a little stunned.  One of the boys mentioned the  “well-behaved women seldom make history” bumper sticker.   I smiled and then told my girls that each and every one of them has what it takes to make history.   I told them that there had been times when I had needed to be a little assertive to have a place at the table.   I told them it is OK to be a little bit pushy if they need to be.  One of the girls commented, “It’s like when we  play soccer against the boys.”   Exactly.

Now, I will watch and see what happens next.   I will hold both my boys and my girls accountable.   Everyone has a place at our table.

Recipes From Home – An Invitation

Recently, I had an aha moment.   It really should not have been one, but it was.    I was talking to someone about different spice blends, when I realized that I could ask my students for family recipes of spice blends (or other things).    I could then take these family recipes and use them to create some different tasks/questions to practice using models for division  and for ratio tasks  (This was not the aha moment).

I brought up the idea with some of my classes.    I offered 5 points of extra credit (which is nothing since my students earn over a thousand points in a marking period).   The room was suddenly abuzz.   Can I bring a recipe for scones?   My family has a bunch of different spice recipes.   I can bring something from Croatia.   Can I bring a recipe for something besides spices but that is a family recipe?   I can bring something from Argentina.   Everyone was so excited.   My aha moment was a realization that by doing something as small as asking them for recipes that we could turn into math problems, I was giving them a little more ownership of our class.  I was welcoming their families and their cultures into our world.

Here are the task cards I have created thus far for modeling mixed number division.


Modeling Division Problems

It’s not so elementary, my dear Watson

Sometimes, I imagine myself as the offspring of Meryl Streep and Sherlock Holmes.   It’s a strange combination, but a good teacher has to be able to do a lot of different things.

It’s the Theater!

A good lesson is embedded in a larger story, it doesn’t stand alone.   It draws you in, enticing you to turn the next page, to see where the story goes.   It makes you feel something – excitement, curiosity, outrage, wonder.  It engages your mind, stretching you, making you consider things you’d never thought of before.   It leaves you asking for more.

A good lesson is also a little bit of theater.   The rise and fall of voices, the pregnant pause, the excited exclamation – they all are part of the tale.

While I can tell a reasonably good story, creating theater is not my natural bent.   I have to work at the drama that Ms Streep creates so effortlessly.

Elementary, my dear Watson

While Sherlock Holmes  found everything to be elementary, I have found the detective work necessary to figure out how my students learn to be anything but elementary.   Figuring out how my students think is hard.   Figuring out why they aren’t learning despite my best efforts is hard work.   One of the best resources I have found is Twice-Exceptional Gifted Children by Beverly A. Trail, EdD.   It is a book about twice-exceptional children, but is a great resource for any teacher trying to understand how a student thinks and the strategies that may help them to be more successful.

The book has an easy-to-use assessment that helps teachers to see discrepancies that might indicate a student is twice exceptional.   It also has a great chapter on supporting cognitive styles.   It outlines characteristics and strategies for the auditory/visual dimension, sequential/conceptual dimension, and convergent/divergent dimension.   (I have found figuring out where a student falls on the conceptual/sequential spectrum helps me a lot in teaching math.)   It also has information to help support students with executive functioning difficulties (including organizational/planning handouts), students with attention issues, and students with sensory integration challenges.  It is my go-to when I feel like I have hit a wall in terms of meeting a student’s needs.





A 3-2-1 Formative Assessment on Ratios With a Side of Surprise

A few years ago, I started trying out some new formative assessment techniques.    It has been a journey full of surprises.   I’ve learned a lot about what my students think along the way.    One of the big surprises was during a unit introducing ratios.   I gave my students this  exit ticket.


When I made it, I was just trying out the structure and thought it was a little bit of fluff.    Then, I saw the results.   I gave the assessment about a week into a unit introducing ratio reasoning to my sixth grade class.   We had completed lessons on tape diagrams, ratio tables, and double number lines.   I expected students to just plop those three representations into the exit ticket without much thought.   Instead, I got 3:2, 3 to 2, and 3/2.

I’ve given a lot of thought to why I got these responses.   Did the students just key in on the “3” part of the question and not really read the prompt carefully?   Did I fail to draw out  the connections between tape diagrams, ratio tables, and double number lines enough?   I don’t know why I got the responses that I did, but pondering the question of why was important.   I started working harder at drawing out the connections between the different representations the next year and the next.

I gave this assessment a few days ago.   As I walked around the room, I marked each response with either a green or a pink highlighter.   Most of the responses were correct.  Those students who got a pink mark, went back through their interactive notebook to find their mistakes and correct them.

I still wonder why some of my students are making this mistake, but feel a little closer to the answer.


A Tour of our Room – A Work in Progress

Welcome to our room.   It is a work in progress and filled with imperfections.   We are learning together and building it as we go.

We are working on being kind and brave.

We believe that making mistakes is part of learning.   We believe that everyone is good at something and no one is good at everything.   We believe that we can all be successful if we work at it together.


We believe in making sense of problems.

We believe that seeing is believing, so we have pictures of people who look like us doing amazing work in STEM.  We also believe that experiences change lives so we code all manner of things (video games, apps, robots, 3D printers)

We believe math should be collaborative and fun, so we have a lot of card sorts and games.    We also have a poster of Lure of the Labyrinth that was signed by the artists and developers of the game because we love Lure of the Labyrinth.


We believe learning happens over time, so we keep portfolios.


We believe life should have a little silliness.   We put elephants on our heads when we take a test and get a shower of wisdom by pouring the elephants on our heads on birthdays.


Our room is a work in progress, just like we are.