Key points:
Far too many students enter math class expecting to fail. For them, math isn’t just a subject–it’s a source of anxiety that chips away at their confidence and makes them question their abilities. A growing conversation around math phobia is bringing this crisis into focus. A recent article, for example, unpacked the damage caused by the belief that “I’m just not a math person” and argued that traditional math instruction often leaves even bright, capable students feeling defeated.
When a single subject holds such sway over not just academic outcomes but a student’s sense of self and future potential, we can’t afford to treat this as business as usual. It’s not enough to explore why this is happening. We need to focus on how to fix it. And I believe the answer lies in rethinking how we teach math, aligning instruction with the way the brain actually learns.
A key shortcoming of traditional math curriculum–and a major contributor to students’ fear of math–is the lack of meaningful context. Our brains rely on context to make sense of new information, yet math is often taught in isolation from how we naturally learn. The fix isn’t simply throwing in more “real-world” examples. What students truly need is context, and visual examples are one of the best ways to get there. When math concepts are presented visually, students can better grasp the structure of a problem and follow the logic behind each step, building deeper understanding and confidence along the way.
In traditional math instruction, students are often taught a new concept by being shown a procedure and then practicing it repeatedly in hopes that understanding will eventually follow. But this approach is backward. Our brains don’t learn that way, especially when it comes to math. Students need context first. Without existing schemas to draw from, they struggle to make sense of new ideas. Providing context helps them build the mental frameworks necessary for real understanding.
Why visual-first context matters
Visual-first context gives students the tools they need to truly understand math. A curriculum built around visual-first exploration allows students to have an interactive experience–poking and prodding at a problem, testing ideas, observing patterns, and discovering solutions. From there, students develop procedures organically, leading to a deeper, more complete understanding. Using visual-first curriculum activates multiple parts of the brain, creating a deeper, lasting understanding. Shifting to a math curriculum that prioritizes introducing new concepts through a visual context makes math more approachable and accessible by aligning with how the brain naturally learns.
To overcome “math phobia,” we also need to rethink the heavy emphasis on memorization in today’s math instruction. Too often, students can solve problems not because they understand the underlying concepts, but because they’ve memorized a set of steps. This approach limits growth and deeper learning. Memorization of the right answers does not lead to understanding, but understanding can lead to the right answers.
Take, for example, a third grader learning their times tables. The third grader can memorize the answers to each square on the times table along with its coordinating multipliers, but that doesn’t mean they understand multiplication. If, instead, they grasp how multiplication works–what it means–they can figure out the times tables on their own. The reverse isn’t true. Without conceptual understanding, students are limited to recall, which puts them at a disadvantage when trying to build off previous knowledge.
To design a math curriculum that aligns with how the brain naturally learns new information, we can take cues from how other subjects are taught. In English, for example, students don’t start by memorizing grammar rules in isolation–they’re first exposed to those rules within the context of stories. Imagine asking a student to take a grammar quiz before they’ve ever read a sentence–that would seem absurd. Yet in math, we often expect students to master procedures before they’ve had any meaningful exposure to the concepts behind them.
Most other subjects are built around context. Students gain background knowledge before being expected to apply what they’ve learned. By giving students a story or a visual context for the mind to process–breaking it down and making connections–students can approach problems like a puzzle or game, instead of a dreaded exercise. Math can do the same. By adopting the contextual strategies used in other subjects, math instruction can become more intuitive and engaging, moving beyond the traditional textbook filled with equations.
Math doesn’t have to be a source of fear–it can be a source of joy, curiosity, and confidence. But only if we design it the way the brain learns: with visuals first, understanding at the center, and every student in mind. By using approaches that provide visual-first context, students can engage with math in a way that mirrors how the brain naturally learns. This shift in learning makes math more approachable and accessible for all learners.
