Listen Now

Here in the United States, it is the end of the school year and teachers are contemplating what work they should send home with students for them to do over the summer.  In today's podcast, I get into why I'm not a big fan of general problem packets over the summer and how the phrase "practice makes perfect" is a little inaccurate.

I've been on a kick about math fluency lately and how a lot of textbooks have their teaching of fluency wrong. Growing up, fluency to me meant being good at the algorithm.  Being able to follow the steps that the teacher laid out for students was the sign of being fluent. But, as textbooks have started teaching new strategies, students and parents are left feeling confused. In today’s episode I wanted to share this chart I found in an article by Randall Charles because it highlights the importance of letting kids use strategies instead of just the traditional algorithm.  

In the last episode of the podcast, I shared the three ideas that make up computational fluency. Flexibility is often the piece that is missing in our fluency instruction, but recently textbooks have tried to incorporate more of it, but in the wrong way. In this week’s podcast, I go over some of the shortcomings in the ways textbook’s teach fluency and what we should really be focusing on when we’re teaching fluency.

 The Flexibility Formula courses that I offer have a huge focus on how we can help kids develop number sense, but the main reason to focus on number sense is really to help your students become flexible thinkers; to build their flexibility in mathematics. In episode 144, I talk about how my courses started and the research that inspired them. Come take a listen as I discuss the concepts that make up computational fluency.

Each of you listening to this podcast have different goals for your professional development.  You have different things you are wanting to read about to help your students next year have an even better math experience in your classroom. So I’ve compiled a bunch of different lists on Amazon so you can choose from books for specific areas you want to focus on. Come check out Episode #143 where I share my summer reading lists for elementary math teachers for 2022.

Have you ever felt like the thing you’re going through will never end? There is no doubt that hard times can wear us out and make us feel helpless. Then, it can seem like the good times don't last long enough. Whether it's good or bad times, it's important to remember that nothing lasts forever. In this week’s episode, we are talking about how to think about going through the hard times, and the good times by remembering that Nothing Lasts Forever.

Games are one of my favorite ways to have kids practice.  They can do 50 problems in 5 minutes and not even realize it. But, one of the biggest complaints I hear about using games in the classroom is that teachers don’t know what the kids are actually doing while playing the game.  Are they doing the math or just goofing around?? Come listen to episode 141 where we're talking about getting the most out of math games and go through some recommendations.

As many of you are currently in the thick of standardized testing, it reminds you that testing shouldn’t be like this….but if not this, then what? This week, while sitting in my car waiting for one of the hundred, or so, practices my kids had to finish, I opened up the recent issue of the NCTM journal Mathematics Teacher: Learning & Teaching PK-12.  The very first article is about using word problems as a way to assess in mathematics. In episode 140, I go through some of this issue to give you some ideas for some alternatives to math tests. Also, The Build Math Minds PD site membership is open for enrollment!

Should we stop giving tests in math class? This question was recently tweeted by Chris Luzniak and I found the comments under it very thought provoking. So, I thought I'd share some of them with you in today's podcast. Tell me what you think about them in the comments over at buildmathminds/139.

Testing season is upon us and as always, it is stressful. I wish there were easy tips or tricks I could give you to help make it awesome but unfortunately, that doesn’t exist. In episode 138, I give some simple reminders on what to focus on as your student’s go through testing. But the biggest reminder is that your work of helping these kids be mathematicians is more than a test.

This week I finally got a chance to crack open the book Mathematizing Children’s Literature: Sparking Connections, Joy, and Wonder Through Read-Alouds and Discussion by Allison Hintz and Anthony T. Smith. I haven’t even read the whole thing yet because a paragraph from the first page struck me so deeply that I knew I had to share it with you all. In this week’s episode, I share a snippet from that book and get into my own shortcomings using children’s books as learning tools.

Have you ever dove right into something you had no idea how to do? As hard as we try not to, we often ask our students to do just that. When I first started my Recovering Traditionalist journey and implementing more student focused experiences, I thought it would be great but there were definitely some growing pains. In today’s podcast, I’m talking about how the book Introduction to Problem Solving by Susan O’Connell helped me learn how to encourage kids to start problem solving on their own. Come take a listen!

In today’s podcast, I’m sharing an article that presents a visual image I once saw that plays a huge role in how I think about building our understandings of mathematics. I really think about it all the time so I thought it was time to share it with you. That image is the tip of the iceberg. Come take a listen as I get into how the visual representation of the iceberg can help us think about the things underneath the surface that we don’t often consider when we say a kid is struggling to do something.

Pencil or pen? So many educators are adamant that kids MUST use pencils in math class so they can erase their errors. In today’s episode I’m wondering if pens could actually be better. Perhaps there is value in keeping mistakes on the page as our student’s work to get to answers.

In today's episode, I'm wrapping up my series on the Flexibility Formula by looking at Virtual Math Summit sessions from Juliana Matherson, Dr. Hilary Kreisberg, Neily Boyd and Dionne Aminata that address the Experiencing and Equity & Access pillars. These session sneak peeks give us some great tools for serving our students with noteworthy classroom experiences while being sure to include everyone in the instruction regardless of their background. The Virtual Math Summit was on February 26 and 27 and you have until March 8th to watch the sessions. After that, they go into the Build Math Minds PD site for our members to have access to. So make sure you come watch and then join the PD site so you get longer access.

I’ve been doing a series of episodes sharing some summit sessions that address each of The Flexibility Formula. Episode 130 we took a look at Understanding, episode 131 we dove into Observing, and today’s episode we are going to look at the Connecting pillar with Virtual Math Summit presenters Stacey Ellis, Matt Halpern, and Dawn Dibley. Each of them gives us strategies to connect with our students in unique ways that you may not have thought of before. Come take a listen!

The free 2022 Virtual Math Summit is just around the corner on February 26th & 27th. Each session addresses one of the five pillars of the Flexibility Formula. In today's episode, we're going to focus on the Observing pillar by looking at session snippets from Michelle Chu and Kristen Emmel. Michelle talks about making instructional decisions in the moment based on what you're seeing in real time and Kristen talks about using number sense routines to assess students.

If you’ve spent a lot of time with my content or have ever taken one of my PD courses, then you’ve probably run into the Flexibility Formula. The formula is a framework that helps us avoid turning kids into calculators and every session in this year’s Virtual Math Summit addresses at least 1 of the 5 pillars. This week, we’re getting sneak peeks into sessions from Dr. Ange Rogers, Duane Habecker and Shannon McCartney that address the Understanding pillar and help kids understand large numbers.

Sometimes, it can be easy to be pretty focused on things we could do better in our classrooms. But just like we want to do with our students, let's take some time to think about how we can take what we’re already doing and take it further. In today’s episode, I dive into more Virtual Math Summit sneak peeks. This time, from Dina Mendola and me! Dina gets into how we should be thinking about fractions and I talk about one of my favorite topics: subitizing. Registration is still open for the Virtual Math Summit so go get signed up! Yes, it’s still free.