7 Common Reasons Students Struggle
Your child flies through the computation questions.
They add, subtract, multiply, and divide without much trouble. They solve equations and factor, no problem.
Then they reach a word problem.
Suddenly everything comes to a halt.
“I hate word problems.”
“I’m bad at these.”
“I don’t even know where to start.”
If you’ve heard those comments at home, you’re certainly not alone. One of the most common concerns parents bring to me is that their child seems to know the math but falls apart as soon as they’re asked to solve a word problem.
The interesting part is that word problems are rarely the actual problem.
In my experience as a middle and high school math tutor, students can struggle with the exact same question for completely different reasons. Until you know why your child is stuck, it’s difficult to know how to help them move forward.
Let’s look at seven of the most common reasons students struggle with math word problems.
Sometimes students can perform calculations without really understanding what those calculations represent.
For example, they may know how to multiply numbers together but not recognize that multiplication represents equal groups. They may know how to divide but not think of division as sharing equally or finding the size of each group.
When those ideas appear in a word problem, students often resort to guessing which operation to use.
Sometimes they guess correctly.
Which makes them validate guessing as a strategy.
Helping students build a deeper understanding of the math concepts behind the questions gives them a much stronger foundation for tackling word problems.
Math is cumulative.
New concepts are constantly built on ideas students learned years earlier.
I’ve seen Grade 11 students get stuck because they didn’t recognize they needed to use the Pythagorean Theorem, a concept they first learned in Grade 8.
Many students view math as something they study for a test and then forget.
Unfortunately, that’s not how math works.
Older skills keep showing up, and when those foundations are shaky, word problems become much more difficult.
Reading a math problem isn’t the same as reading a novel.
Students aren’t simply trying to understand what’s happening in the story.
They’re trying to identify mathematical relationships hidden within the words.
Sometimes a sentence needs to be read several times before its meaning becomes clear.
A child who reads well in English class can still struggle to interpret the language used in mathematics.
One of the biggest differences I notice between confident problem-solvers and struggling students isn’t intelligence.
It’s persistence.
Students who lack confidence often think:
Successful problem-solvers have a different mindset.
They think:
“I don’t know what to do…yet.”
They try an idea.
If it doesn’t work, they try another.
Learning to solve word problems means becoming comfortable with experimenting, making mistakes, and adjusting your strategy along the way.
Sometimes students understand exactly what the question is asking.
The difficulty comes afterward.
If basic arithmetic or algebra still requires a lot of mental effort, students have very little working memory left to think about the bigger picture.
By the time they’ve completed one calculation, they’ve forgotten where they were heading.
Improving calculation fluency often makes word problems feel much more manageable.
Good problem-solvers naturally ask themselves:
“Does this answer actually make sense?”
Students who haven’t developed a strong sense of measurement or estimation often don’t notice when an answer is unrealistic.
If a water bottle somehow ends up holding hundreds of litres, they may not recognize that anything has gone wrong.
Building number sense helps students catch mistakes before they move on.
Many word problems require students to complete several connected steps.
Each calculation has a different purpose.
Without an organized approach, it’s easy to skip a step, lose track of information, or answer only part of the question.
Learning how to organize work clearly is just as valuable as learning the mathematics itself.
One of my Grade 7 students reminded me why it’s so important to find the real reason a child is struggling.
When Kayla first started tutoring with me, her mom told me something I always love hearing.
She said Kayla was already doing well with computations and wanted to get ahead in math.
That might sound surprising, but it meant we weren’t constantly racing to keep up with school assignments. Instead, we had the opportunity to strengthen the foundation before small gaps became much bigger problems.
From our very first lesson, I could see that Kayla really was excellent at calculations.
But every time we came across a word problem, she froze.
I’d ask her whether she should add or subtract, and almost every time her answer was simply,
“I don’t know.”
At first, I experimented with different teaching strategies.
We drew diagrams.
We talked through the questions together.
We even set word problems aside for a while and worked on solving linear equations in algebra instead.
Some problems went well.
Others brought us right back to where we’d started.
That inconsistency told me something important.
The issue wasn’t that Kayla hated word problems.
The issue was that she didn’t fully understand the concepts behind addition, subtraction, multiplication, and division.
Once I discovered that, everything changed.
One day I noticed Kayla loved drawing animals.
Instead of following the lesson plan I’d prepared, I asked her to draw pictures representing addition, subtraction, multiplication, and division.
Then I challenged her to create her own story problems.
One of them involved pre-ordering kittens online.
She already had two cats.
A box of kittens arrived at her house.
Now she had ten cats altogether.
How many kittens were in the box?
The story made me laugh.
More importantly, it made the mathematics meaningful.
Instead of memorizing which operation to use, she understood why subtraction represented that situation.
From there, she progressed from simple algebra word problems to two-step equations and eventually into linear relations.
Does she still encounter challenging questions?
Of course.
Every student does.
The difference is that now she has the confidence and understanding to work through them instead of shutting down before she begins.
Parents often ask me for the best strategy for helping their child solve word problems.
The truth is, there isn’t one strategy that works for every child.
Two students can get stuck on the same question for completely different reasons.
One might struggle with reading comprehension.
Another might have forgotten an earlier concept.
A third might understand the math perfectly but lack confidence when the solution isn’t immediately obvious.
Before looking for a new trick or shortcut, try asking a different question:
Why is my child stuck?
Once you identify the underlying cause, you can focus on the skill that’s actually getting in the way.
That’s when real progress starts to happen.
Which of these challenges sounds most like your child?
Have you noticed another reason your child finds word problems difficult?
I’d love to hear your thoughts in the comments.
If you’re looking for practical advice to help your middle or high school student build confidence in math, keep checking back for more articles. I regularly share tips from my experience as an online math tutor, along with strategies that help students become stronger, more independent problem-solvers.
Clara Tong is a Burnaby-based math tutor who helps high school students across Metro Vancouver build both math understanding and the executive-function skills they need to thrive.
She specializes in BC Math 8-12, and filling foundational math gaps for students who feel stuck or overwhelmed.
Through one-on-one and small-group lessons, Clara helps teens organize their learning systems, strengthen focus, and rebuild confidence in math.
