Most teachers ask the same questions during word problems: “What operation do we use?” or “Are there any keywords?” These questions feel helpful. But what if they’re pulling students away from the very understanding we’re trying to build?

Removing the numbers is just the beginning. Learn how to use a 3-day numberless word problem progression to help students slow down and make sense of math stories.

Practice tests don’t build stamina—they build burnout. Real math test stamina comes from conceptual understanding, accountability for tools, and teaching students to regulate test anxiety. Here’s what actually works.

A resource for caregivers to help their child make sense of math word problems. Learn how to spot the math main idea and support understanding at home.

CGI teaches students to think, not just memorize, but what if there’s one key piece missing? Learn one small shift for a huge impact. (And no, you don’t have to abandon your CGI problems!)

When students label their thinking precisely, their understanding becomes visible. By requiring the unit and the descriptor, we help students show meaning with their models.

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.

After three years with Structures of Equality, fourth grade teacher Jasmin isn’t just trying it out, she’s all in. Her story offers insight into what changes when comprehension leads and scaffolds support real thinking.

Math anxiety can create real barriers for students. Learn research-backed strategies to help your students feel more confident, supported, and successful in math.

Math anxiety is more than nervousness before a test. It’s a persistent fear of engaging with math. Learn how recognizing it can change your classroom culture.

Ever notice students try to sneak counting on their fingers? Many kids have been told not to. Here’s why they actually should.\

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