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.

The right answer doesn’t tell you whether a student understands. Student-drawn models do. Here’s what to look for and how to respond

Writing an equation from a Repeated Equal Groups model is possible but only after students understand what the structure is showing. Here’s how to make that connection explicit.

The Compare structure doesn’t just show the relationship; it shows the equation. Here’s how to help students see what’s already there before they write anything down.

Do your students struggle to write equations from models? Here’s how to help them translate.

The questions we ask during word problems shape how students think about math. Here’s what to ask instead and why it changes everything.

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?

Numberless word problems are powerful, but fully removing numbers isn’t always the right move. Learn 4 approaches that keep students focused on the relationship, not the calculation.

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.

Teen numbers are students’ gateway to the base ten system. Learn how to teach them with meaning (and how not to) from the start.

We’ve all said it. “In a minute.” “Just add a zero.” “The bigger half.” Find out why precision of language isn’t about being picky—it’s about making math more visible, accessible, and meaningful for every learner.