Five Things About Math

Brittany Barnes Reeser ’01
K-8 Math Specialist

1. A Thoughtful Transition 

This year, we began transitioning to Reveal Math as our core curriculum in grades K–8. This shift has been intentional and collaborative. As with any curriculum change, there has been a learning curve for both teachers and students, and we’ve already seen meaningful growth in classrooms across grade levels. We’re excited to continue refining our instruction and adapting the curriculum to best meet the needs of our students.

2. Cohesion Across Grade Levels

One of the strengths of Reveal Math is how intentionally concepts build from year to year. The language, models, and problem-solving structures stay consistent across grade levels, helping students make connections instead of experiencing math as a series of disconnected topics. At any given time, two grade levels may be working on the same underlying concept at different levels of complexity. A strategy introduced visually in fourth grade, for example, may later become a more efficient standard algorithm in sixth grade. Students are building new skills each year — they’re deepening their understanding of previous learning.

3. Learning That Builds Understanding

Concrete → Representational → Abstract progression. Students first explore ideas with hands-on models and experiences, then represent those ideas visually before moving into more abstract methods and symbols. This helps students build understanding instead of simply memorizing procedures. It also allows students to access problems in different ways. One student may solve using a visual model, while another uses a generalized pattern or equation. Both approaches reflect meaningful mathematical thinking.

4. Mathematical Thinking

Our goal is to help students become flexible, confident problem solvers. Rather than starting with a procedure to memorize, students first develop an understanding of what the math actually means. From there, they apply that understanding to increasingly complex problems and situations. This foundation is what leads to true mathematical fluency: solving problems accurately, efficiently, and with flexibility. When students understand the reasoning behind a process, they are far more likely to retain it, apply it, and adapt it to new situations.

5. The Language of Math

One of the most noticeable shifts in a Reveal Math classroom is how much students talk about math. Students are regularly asked to explain their thinking, compare strategies, and respond to one another’s ideas. These conversations help students clarify their own understanding while also exposing them to different approaches and perspectives. Across grade levels, students are expected not only to find an answer, but also to justify their reasoning and make sense of the reasoning of others. A correct answer matters, but understanding why it works matters even more.