Meaningful Math Podcast Por Meaningful Math™ arte de portada

Meaningful Math

Meaningful Math

De: Meaningful Math™
Escúchala gratis

Acerca de esta escucha

Let's subtract the guesswork from your math block, so you can elevate the great teaching you’re already doing! Tune in to hear engaging lesson ideas, small shifts with powerful impacts, and strategies to help build a deep understanding of math concepts. Are you ready? Then let’s dig in!Copyright 2025 Meaningful Math™
Episodios
  • 015. The CRA Model: Concrete, Representational, Abstract
    Jul 14 2025

    Today we will be tackling a topic that several of you have said you want to learn more about: The CRA model, (Concrete Representational Abstract). Unfortunately, many teachers learned math in the abstract. However, now we get to create opportunities to build student understanding with concrete experiences, and make meaning of the math. It's exciting stuff, so press play!

    It’s one thing for students to memorize a math fact, but it’s another thing entirely for them to understand it. When students rely on abstract symbols alone, their learning can feel disconnected, temporary, and fragile.

    That’s where the CRA model (Concrete, Representational, Abstract) comes in. In this episode, we explore how this powerful approach helps students build deep, lasting understanding by connecting hands-on experiences, visual thinking, and symbolic reasoning.

    You’ll hear how CRA can shift the way students think about math, and why this isn’t just a “primary grades” strategy. We’ll talk about what it looks like in practice, how to get started without feeling overwhelmed, and how this one framework can transform the way your students make sense of math.

    Links mentioned in this episode:

    ✅ Math Practice 2

    More from us:

    👉 Follow us on Instagram @meaningfulmathco

    ⭐️ SUBSCRIBE AND REVIEW

    If you loved this episode, please take a minute to leave a review on Apple Podcasts. With your support, we can reach even more teachers looking to make math meaningful for their students. Thank you!

    Más Menos
    12 m
  • 014. Using Subitizing to Support Multiplication Fluency
    Jul 9 2025

    Subitizing is a powerful way to build multiplication fluency with your students because it gives them an opportunity to visualize strategies that can help them quickly recall unknown facts. For many students, subitizing feels a lot less scary and a lot more fun than flashcards, or other more traditional forms of fluency practice. So press play and let's dig into HOW to use subitizing to build fact fluency with your students!

    Traditional approaches to math fact fluency often emphasize speed and memorization, but there are more meaningful ways to support student learning. This episode explores how subitizing, a visual strategy commonly used in the early grades, can be extended to build multiplication fluency through pattern recognition and numerical reasoning.

    Learn how intentional visual routines can strengthen number sense and help students internalize multiplication facts through understanding, not rote recall. This discussion offers practical insights for teachers looking to make fluency work more engaging and effective across the elementary grades.

    More from us:

    👉 Follow us on Instagram @meaningfulmathco

    ⭐️ SUBSCRIBE AND REVIEW

    If you loved this episode, please take a minute to leave a review on Apple Podcasts. With your support, we can reach even more teachers looking to make math meaningful for their students. Thank you!

    Más Menos
    12 m
  • 013. Subitizing: Perceptual vs. Conceptual and Their Importance
    Jul 7 2025

    Subitizing is an important skill that helps lay the foundation of understanding wholes and parts, which evolves into addition, subtraction, and later multiplication and division. In this episode, we’ll discuss the two types of subitizing, dig into ways we can encourage these skills, and understand the natural progression of subitizing skills to follow with your students. Sound good? The press play!

    In this episode, we explore how the ability to instantly recognize quantities without counting supports deep mathematical understanding. This foundation matters not just in the moment, but across a child’s development. From early number sense to part-whole relationships and fluency with operations, subitizing lays critical groundwork.

    We take a closer look at how these ideas unfold over time, how to support them intentionally, and how to spot what your students’ strategies reveal about their understanding and fluency development.

    More from us:

    👉 Follow us on Instagram @meaningfulmathco

    ⭐️ SUBSCRIBE AND REVIEW

    If you loved this episode, please take a minute to leave a review on Apple Podcasts. With your support, we can reach even more teachers looking to make math meaningful for their students. Thank you!



    Más Menos
    14 m
Todavía no hay opiniones