Are you using number talks in your classroom? If not, it might be time to start! Number talks are a great way to build students’ number sense through a short daily math routine. In her book Number Talks, Sherry Parrish describes them as:
- A five to fifteen-minute classroom conversation around purposefully crafted computation problems that are solved mentally.
- The best part of a teacher’s day.
Ready to get started? Follow these tips.
Join panelists Tch Laureate Kristin Gray and Jody Guarino with host Paul Teske for a mobile-friendly Shindig webinar on Tuesday, September 26, 2017, at 3:00 p.m. PDT. Meet with us as we learn about the purpose and structure of math routines as they relate to fluency.
- Watch video examples
- Participate in a number routine as a “student”
- Engage with colleagues in an interactive learning experience
Click here to register.
For More On Number Talks
Have You Tried Number Talks?
What strategies are you planning for building number sense and problem-solving skills this year?
Check out our Number Talks collection to see a daily, short, structured way for students to talk about math with their peers.
This is a bittersweet post, as it marks the final set of videos from my Math Routines video series from this past school year. I learned so much over the course of the year while filming and working with teachers and students across grades K-4 on these Number Routines:
As I watched each filmed class routine, I reflected a lot on the types of questions I asked students, the way I structured the problem(s), the math the students knew, and the many interesting student ideas I didn’t anticipate in my planning. This process was an incredible experience in professional growth.
Seeing math routines through the lens of every grade level has been such an amazing experience. While I’ve remained fairly consistent in the types of routines filmed in the kindergarten, third, and fourth grade classrooms, I’ve introduced a new routine to this first grade collection called Choral Counting.
Choral Counting is an activity in which students count together by a given number as the teacher records the count on the board. The purpose of a choral count is not just to practice rote counting, but to engage students in reasoning, predicting, looking for patterns, and justifying things they notice in the count.
I’m always fascinated by math in the early grades. In kindergarten especially, it can be so challenging for teachers when students come into school with varying exposures to both language and mathematics, yet all of their ideas are incredibly intuitive, informal, complex, and foundational to the math they will encounter in later grades.
After reading a great deal of work by Doug Clements and this research study by Greg Duncan — indicating that early math skills are one of the best predictors of later success in both math and literacy — I really began to wonder… what is it about early math that makes it such a powerful predictor?
One of the most powerful things about routines in the math classroom is the structure of the activity stays the same while the content can change each time. Since the teachers in my building use these routines in all of the K-5 classrooms, it creates a structural coherence that is beneficial for both teachers and students.
I couldn’t be more excited about the launch of this Teaching Channel project — it’s so near and dear to my heart. Over the past five years, much of my work in the classroom and with teachers has centered around math routines that generate student discourse and help us learn more about our students’ understandings. All of this work has been inspired by books I’ve read, conversations with colleagues in person and on Twitter, and the amazing student mathematical discussions I’ve heard, sparked by these routines. With this project, I have the opportunity to share all of the hard work of my colleagues, showcase the safe culture they have established in their classrooms, and highlight all of the wonderful mathematical ideas of their students.
This entry is the second post in the series Getting Better Together: A Lesson Study
In my first Lesson Study post, I discussed choosing a mathematical goal and task. In ending the post, I invited you to take some individual think time to work out the four questions posed. This was your time to think about how you would plan the lesson for your class, what sequence you would use, and what questions you would ask. You were also tasked with choosing a warmup to engage your class and a formative assessment strategy. Now it’s time to think about the math and the lesson plan.
This entry is the first post in the series Getting Better Together: A Lesson Study
Don’t you just love those days when a math lesson goes really well? A lesson where, at any given moment, you could look around and see students engaging in a task, persevering through problems, talking with one another about the mathematics, making connections, and in the end, be able to demonstrate understanding of the mathematical goal for the day? While it’s an amazing experience we probably wish we could have every day, there’s also much to be learned when a lesson doesn’t go quite as well.