Learn strategies to support multilingual learners in math by building on prior knowledge, fostering discussion-rich classrooms, and making vocabulary accessible.

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.

Struggling to help students with word problems? 1st-grade teacher Matt Spirakus shares how Structures of Equality transformed his approach.

Use student mistakes to your advantage. See why wrong answers in math are a starting point for deeper understanding and sense-making.

Word problems and geometry might seem unrelated, but with the Parts Equal Total (PET) structure, students can bridge the gap.

If students can’t explain why a tip or trick works, they shouldn’t use it. Learn why and what to do instead.

Math misconceptions can start as early as kindergarten! Let’s dig into thinking around operations.

The main idea is as critical in math as it is in literacy. And it’s a key component of Structures of Equality.

Find out why formative assessment is important and how to use them effectively in your math classroom.

Every wonder why teaching estimation is important? Learn how estimation and number sense go hand in hand.

Place value is about more than the position of digits; it’s the foundation of our number system. This blog explores how we can help students think flexibly about numbers.

Zero may seem like nothing but it has a big job to do, especially when it comes to place value.