If Leah has three times as many pencils as Max, and together they have 28, how many does Max have?
For a confident reader, this question is straightforward. But for students who aren’t, the challenge isn’t the math but making sense of the sentence. Who has more? What’s the relationship? Where do you start?
Questions like this show just how tightly reading and math are woven together. In real classrooms, a student’s ability to decode language often determines whether they solve a problem or get stuck.
With this in mind, our seasoned Mathnasium tutors share how reading skills can shape math success, why it matters more than most parents realize, and what you can do if your child is confident with numbers but stuck on the story.
Although math is often seen as a numbers game, computation is only part of the picture. It’s one gear in a much larger machine.
The other gears?
Comprehension, interpretation, and logical reasoning—all driven by language.
Take a simple word problem:
Sasha has 6 boxes of granola bars. Each box holds 8 bars. She gives 10 bars to her friend. How many does she have left?
To solve this, a student has to decode the scenario, track the sequence of actions, and—most importantly—identify the correct operations. All of that begins with fluent reading.
Then there’s the vocabulary. Terms like “more than,” “less than,” “difference,” “in all,” and “twice as much” are both math terms and linguistic signals. If a student interprets “twice as many” as “add two,” they’ll get the wrong answer even if their arithmetic is perfect.
This reading-and-math connection isn’t just theoretical. A notable study found that early reading ability was the second strongest predictor of later math achievement, right after early math skills.
The takeaway?
Students who read with clarity are better equipped to reason through and stay confident in math, not just compute.
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When a student struggles with word problems, it’s easy to assume the issue lies in their math skills. But what we see time and again in our centers is that the real barrier is language.
Some students skim. Others rush. A few freeze up the moment they see a block of text. In all of these cases, the mistake might not be calculation but how they interpret the task. To put it simply, they’re not solving the problem wrong; they’re solving the wrong problem.
A student who answers 7 × 8 instantly on a flashcard may still hesitate with a problem like, “There are 7 crates of apples, each holding 8. How many apples are there in total?”
The numbers haven’t changed, but now there’s a sentence to interpret, and the logic can slip away.
Often, what trips students up is the structure of the language: holding multiple ideas in mind, tracking what “each” refers to, and deciding what the question is really asking. Even a phrase like “each holding 8” calls on sequencing and interpretation.
Educational research in psychology has shown that it’s not just the numbers that make word problems difficult. Verbal working memory and the complexity of the sentence structure often play an even bigger role, particularly if problems involve multiple steps or unfamiliar phrasing.
And then there’s academic vocabulary: “evaluate,” “justify,” “estimate,” and “represent.” These can all be triggers for confusion if a student hasn’t been explicitly taught what they mean.
Once we recognize these patterns, we stop looking at these moments as math mistakes and start seeing them as literacy gaps in disguise.
Not all math struggles are about numbers. Sometimes, it’s the words that get in the way.
Look a little closer, and it becomes clear that reading and math have more in common than they seem to at first glance.
They may look like different subjects, but they call on many of the same underlying skills:
Sequencing and structure recognition: In reading, students follow events in order or understand how a paragraph is organized. In math, they follow multi-step problems or identify the structure of an equation or word problem.
Logical reasoning and inference: Readers draw conclusions from what isn’t stated outright. Math learners do the same when they choose operations based on context or estimate reasonable answers.
Mental flexibility: In reading, this shows up when students connect the big idea of a story with the smaller details that support it or when they have to adjust their thinking as new information unfolds. In math, it’s essential for understanding place value, fractions, and part–whole relationships.
Visualization: Good readers picture what’s happening in a story. Capable math students visualize data, quantities, or shapes to make sense of abstract information.
Pattern recognition and context-based thinking: Readers use context to figure out unfamiliar words or themes. Math learners spot number patterns, recognize operations from key terms, and anticipate what’s coming next in a sequence or problem.
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Explaining math out loud builds the same skills used in reading: sequencing, clarity, and making sense of what comes next.
Reading and math can, but don’t have to, be practiced in separate corners. Some of the most effective learning happens when the two are woven together, particularly in moments that feel informal and low-pressure.
Based on what we’ve seen work for students across ages and skill levels, our Mathnasium tutors recommend:
Look for stories that include logic, patterns, or puzzles. The Sir Cumference series is a favorite, but even books with everyday counting or measurement themes can help spark the connection.
Instead of jumping straight to an answer, ask your child to explain what they’re doing and why.
Say they’re solving 124 – 38.
You might ask: “Can you talk me through your steps?”
A student might say: “I can’t subtract 8 from 4, so I’ll borrow from the 2... now it’s 14 minus 8, which is 6…”
Talking it out shows whether they understand regrouping or are just moving numbers around.
When students explain their thinking out loud, it helps them catch mistakes, slow down, and build confidence in how they solve a math problem.
Bar models, number lines, and simple sketches aren’t just for the classroom. When a word problem feels confusing, drawing it out, right at the kitchen table, can make it easier to follow and talk through.
For example, if the problem says, “Lena has 24 apples and puts them equally into 6 baskets,” a quick sketch helps students visualize what the words are asking. It turns abstract language into something they can see and reason through.
This approach is ideal for students who can do the math but get tripped up by how the problem is written.
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Math questions don’t always need a worksheet. In fact, kids often do math every day without even realizing it. Nudging them to think through these moments intentionally is an easy way to build both skills at once.
You might ask them to estimate a travel budget, keep track of how much more time is left in the day, or double a recipe while cooking.
What does this have to do with the reading–math connection?
Well, each of these moments mirrors what a word problem asks a student to do: understand the question, pick out the important details, and figure out the next step.
Instead of just calculating, they’re practicing how to process language and make decisions.
Real-life math, like planning a budget, helps kids practice interpreting information and applying it, just like they do in word problems.
A quick question can help your child slow down and think before solving. Try:
“What is the question asking us to find?”
“What do we already know?”
“Does that answer make sense?”
Such prompts train students to interpret and self-correct, which is exactly what’s needed in word problems.
When students first come to Mathnasium, we often notice familiar patterns: they rush through word problems, skip over key details, or try to plug in numbers without fully interpreting what the question is asking.
In other words, they’re focused on getting to an answer, not reading carefully or making sense of the problem.
Our goal is to change that. We help students improve their math skills and transform how they think about math using our proprietary approach called the Mathnasium Method™.
It begins with a diagnostic assessment, not just to pinpoint skill gaps, but to understand how a student thinks through different types of math.
We look at their computation, reasoning, and how they interpret problems. Do they slow down to understand the question? Can they explain their thinking clearly? Are they making choices that align with what’s being asked?
With these insights, we create a personalized learning plan tailored to how your child thinks and learns. That might mean working on mini challenges like interpreting word problems more clearly or bigger ones like developing multi-step reasoning across different concepts.
During sessions, our instructors use a mix of verbal, visual, mental, tactile, and written techniques so students can access the concepts from multiple angles. This builds math fluency as well as flexible thinking that they can apply across subjects.
Whether it’s breaking down “twice as many” or making sense of a multi-step fraction problem, we guide students to understand both the how and the why. That’s what turns solving into thinking and math into something they can truly own.
The results?
94% of parents report an improvement in their child's math skills and understanding
93% of parents report an improved attitude towards math after attending Mathnasium
90% of students saw an improvement in their school grades
If you’re looking to help your child build math skills that transfer beyond tests and textbooks, contact your nearest Mathnasium Learning Center today.
Mathnasium of Northwood is a math-only learning center for K-12 students in Irvine, CA. Trusted by over a million parents, Mathnasium uses personalized learning plans and the proprietary Mathnasium Method™ to help students catch up, keep up, and get ahead on their math journey.
Our specially trained tutors deliver face-to-face instruction in a supportive and fun small-group environment, working with students to develop a deep understanding of math, build confidence, and improve academic performance.
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