Rethinking What it Means to be "Good at Math"

The Question That Started This Project

This project began with a simple question: 

What if the problem isn't the student?

Across dyslexia, ADHD, and autism, the same pattern appears again and again. Students are not struggling because they can't do math, but because they can't access it. 

A student may understand the mathematics while simultaneously struggling to:

• decode dense text,

• manage cognitive overload,

• interpret expectations,

• organize information,

• sustain attention,

• navigate sensory overload, 

• or communicate understanding. 

When those barriers interfere with access, students may never get the opportunity to show what they actually understand. 

Over time, that disconnect shapes their identity. 

"I got this wrong" slowly becomes "I'm just bad at math." Disengagement then becomes a logical response. 

What Students Remember

Students experience these moments more often than we realize and they remember them long after the content itself is gone. 

A dyslexic student remembers being told to "just try harder to read," even when they were already rereading every sentence and still running out of time.

A student with ADHD remembers being told to "slow down" or "be more careful," even when they were constantly doubling back, catching mistakes, and trying to hold each step in place long enough to finish. 

An autistic student remembers how every question they asked seemed to be the wrong one, or that asking at all somehow frustrated the teacher, even when they thought they were following directions exactly. 

These moments seem small in isolation, but they accumulate. 

Students constantly hear: 

• what they are not doing,

• what they are forgetting,

• and how far behind they are.

Eventually, those messages stop feeling like neutral feedback and start shaping how they understand themselves as students. 

Students Also Remember Something Else

However, students also remember moments when they were trusted.

They remember being given time to think.

They remember when unfinished ideas were still taken seriously. 

They remember teachers who valued their reasoning, not just their speed. 

They remember what it felt like to be seen as capable before their were proof. 

These moments matter more often than we realize.

Sometimes a student's identity in mathematics changes not because the content became easier, but because someone finally treated their thinking as worth listening to. 

Rethinking Mathematics Classrooms

Rethinking mathematics classrooms doesn't mean lowering expectations or removing challenge.

It means being more intentional about:

• what we are actually assessing,

• what barriers may exist before the math even begins,

• and what kinds of thinking classrooms choose to value. 

It means:

• valuing reasoning over speed,

• clarity over ambiguity,

• flexibility over compliance,

• and understanding over memorization alone. 

It means recognizing that learner variability is normal, not exceptional. 

Accessibility is about making meaningful mathematics reachable rather than about making mathematics less meaningful. 

When we shift what we value, we also start to shift who gets to feel successful. 

That begins with whether students are seen as capable before they can prove it. 

One Last Thought

Not every student who struggles with mathematics lacks ability. 

Sometimes they are struggling because they are spending all of their energy trying to access the learning before they get the chance to think about it. 

Some students are meticulously decoding every sentence while everyone else is already solving.

Some are trying to hold five pieces of information in mind at once while also fighting distractions, anxiety, or exhaustion. 

Some are deciphering unclear expectations, navigating sensory overload, and grappling with the constant fear of misunderstanding something everyone else seems to instinctively understand. 

After enough of these moments, students stop seeing themselves as capable. 

School has repeatedly taught them that capability only counts when it appears in the "right" form: 

• quickly,

• quietly,

• neatly,

• independently,

• and without struggle. 

However, mathematics has never truly been about speed. 

Mathematics is curiosity.

• It is pattern noticing.

• It is persistence.

• It is making sense of something that did not make sense five minutes ago.

• It is trying again.

• It is asking questions.

• It is noticing relationships others missed.

• It is thinking deeply enough to stay with uncertainty instead of running from it. 

When classrooms only reward the fastest and most compliant students, we don't just mismeasure ability, we lose thinkers. 

• We lose students who could have loved mathematics if they had been given access to it. 

• We lose students whose creativity, curiosity, and persistence never get recognized as strengths. 

• We lose students who mistake repeated barriers for proof that they are incapable. 

• We lose students who stop raising their hands, stop taking risks, and eventually stop believing they belong in the subject at all.

When students are given clarity, time, flexibility, and genuine opportunities to think, something changes.

• Students who once believed they were "bad at math" begin taking risks again.

• Students who stopped participating begin contributing ideas.

• Students who learned to hide their thinking begin trusting it again. 

Some students are not afraid of mathematics itself.

They are afraid of what happens when they are wrong in front of other people.