Why Smart Children Still Struggle with Word Problems
Your child can confidently solve multiplication and division questions, yet suddenly freezes when faced with a word problem. Sound familiar? The issue often isn't their maths ability—it's understanding what the question is really asking. Here's why word problems are so challenging and how you can help at home.
"I know they can do this at home... so why can't they do it in the test?"
It's one of the most common questions parents ask.
Your child may confidently solve:
8 × 7 = 56
But when presented with:
Seven boxes each contain eight pencils. How many pencils are there altogether?
they suddenly become unsure. Many parents assume their child simply needs more maths practice.
In reality, the mathematics is often not the problem. The real challenge is understanding what the question is asking.
Word Problems Require More Than Maths
Unlike straightforward calculations, word problems ask children to use several skills at once.
They must:
Read and understand the question.
Identify the important information.
Ignore unnecessary details.
Decide which mathematical operation to use.
Solve the calculation accurately.
Check whether the answer makes sense.
That's a lot for a developing learner.
Even children who are strong at calculations can become overwhelmed when all these skills need to work together.
Common Mistakes Children Make
1. Looking for Numbers Instead of Meaning
Many children scan the question looking for numbers instead of reading the whole problem.
They see:
24, 6, 2
...and immediately begin calculating without understanding the context. Encourage your child to slow down and ask:
"What is this question asking me to find?"
2. Choosing the Wrong Operation
Children often know how to multiply and divide but struggle to decide which operation the problem requires.
A useful question is: "Am I combining, sharing, comparing or finding the difference?"
Thinking about the situation first often leads to the correct operation.
3. Rushing Through the Question
Many mistakes happen because children rush.
Teach them to:
Read the question once.
Read it a second time.
Underline the important information.
Explain the problem in their own words before solving it.
Taking an extra minute at the start often saves several minutes of correcting mistakes later.
Four Questions Every Child Should Ask
Before writing any numbers, encourage your child to ask:
What is the question asking me to find?
What information is important?
Which operation makes sense?
Does my final answer seem reasonable?
These simple questions help children become thoughtful problem-solvers rather than rushing straight into calculations.
A Simple Activity to Try at Home
Turn everyday situations into word problems.
For example: "We have 18 strawberries. If everyone in our family eats three each, how many people can we feed?"
Or while shopping: "These apples cost $4.50 per kilogram. If we buy two kilograms, roughly how much will we spend?"
These conversations show children that mathematics isn't just something they do at school—it's a practical skill used every day.
The Brightpath Perspective
At Brightpath Maths Academy, we often see students who can perform calculations accurately but lose confidence when faced with word problems.
Rather than giving them hundreds of similar questions to complete, we focus on identifying why they're struggling.
Sometimes it's reading comprehension.
Sometimes it's recognising mathematical language.
Sometimes it's simply learning how to slow down and think before solving.
Once children understand the process, their confidence grows quickly.
Final Thoughts
Word problems aren't designed to trick children. They're designed to help students apply their mathematical knowledge to real-life situations.
The next time your child says, "I don't know how to do this."
try asking: "Can you tell me what the question is asking?"
That one question often unlocks the entire problem.
Brightpath Tip
💡 If your child regularly struggles with word problems, don't just practise more questions. Spend time talking through how to understand the problem first. Strong mathematical thinking begins with understanding—not rushing.