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Practical Ideas for Elementary Math Teachers

Classroom-tested strategies for word problems, number sense, and making math meaningful.

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Some students make it all the way to third grade looking like they’ve got it. Then multiplication shows up and everything falls apart. Here’s why, and what the gap actually is.

June 3, 2026

Why Procedural Fluency Can’t Come First

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Flat tops and ones-place rules might help kids label numbers as odd or even, but they miss the why. This post shows how to build deeper understanding using the Compare structure and equal group reasoning.

October 29, 2025

Teaching Odd and Even Conceptually, Not as a Trick

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Explore how early math routines help students understand that numbers are composed of other numbers: a foundational idea that supports place value, fractions, and meaningful problem solving.

August 6, 2025

Numbers Are Composed of Other Numbers

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“Equal” doesn’t just mean “the same.” Let’s unpack what equal really means in early math, and how to help students make sense of it using concrete experiences, representational models, and clear language.

June 25, 2025

More Than ‘the Same’: How Do You Explain Equal?

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Teaching K-3 students how to compose and decompose numbers sets the foundation for more complex math. Learn how to use manipulatives, visual representations, and real-life examples to make these concepts stick.

November 27, 2024

Composing and Decomposing Numbers in K-3 Math

Venn diagram of the concrete, representational, and abstract stages of the CRA framework in math
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What is CRA and what does it look like in early math classrooms? Explore best practices for this approach.

May 1, 2024

Understanding the CRA framework in early math