If your child is struggling with maths, the first response is often to give them more questions, buy another revision book or ask them to practise for longer.
Sometimes more practice helps. But if the underlying problem has not been identified, more practice can simply give a child more opportunities to repeat the same misunderstanding.
A low mark does not tell us enough on its own. Neither does a correct answer.
A child may get a question wrong because they have forgotten an earlier skill, misunderstood the mathematical idea, misread the language, chosen an inappropriate method, struggled to transfer a familiar skill into an unfamiliar problem, or lost confidence before they even began.
Those are different problems. They need different teaching.
So the most useful first question is not:
“How do I make my child do more maths?”
It is:
“Where does the mathematical understanding begin to break down?”
This guide explains how parents can investigate that question, what to do next and when additional support may be useful.
Quick Answer: What Should I Do If My Child Is Struggling With Maths?
Start by looking for the specific point of difficulty rather than treating “maths” as one large weakness.
- Look at recent schoolwork, assessments and teacher feedback.
- Ask your child to explain how they approached a question, not only what answer they got.
- Check whether an earlier prerequisite skill is missing.
- Try a similar question presented in a slightly different way.
- Notice whether the difficulty is mathematical understanding, reading the question, remembering a method, applying it independently or working under pressure.
- Choose practice that targets the identified gap.
- Speak to the school or consider additional teaching support if the same difficulty keeps recurring.
The goal is to move from “my child is bad at maths” to a much more useful statement such as “my child understands percentages when the method is obvious but struggles to recognise percentage problems when the question is unfamiliar.”
That second problem can be taught.
Why Children Can Struggle With Maths?
Maths is cumulative. New learning often depends on earlier knowledge being secure enough to use without excessive effort.
For example, algebra can become difficult if number operations are insecure. Ratio can become harder if fractions are poorly understood. Multi-step problems can break down even when the individual calculations are manageable.
But missing knowledge is only one possible explanation.
At Skinat Tuition, a useful diagnosis considers several different parts of mathematical performance.
The Skinat Maths Diagnostic Framework
| Diagnostic area | What we are trying to find out |
|---|---|
| 1. Prerequisite knowledge | Is an earlier skill missing or insecure? For example, is a fractions difficulty actually being caused by weak multiplication facts or place value? |
| 2. Conceptual understanding | Does the child understand why the mathematics works, or are they reproducing a remembered procedure without understanding the idea underneath it? |
| 3. Procedural fluency | Does the child know an appropriate method and carry it out accurately and efficiently? |
| 4. Mathematical language | Can the child understand the vocabulary, symbols and wording used in the question? |
| 5. Transfer and application | Can the child recognise when to use the skill if the question changes or does not explicitly name the method? |
| 6. Confidence and independence | Can the child begin, persist and check their work without immediately depending on an adult for reassurance? |
A child may be strong in four or five of these areas and still appear to be struggling because one weakness repeatedly interrupts the whole process.
That is why diagnosis should come before simply increasing the quantity of work.
DIAGNOSE → TEACH → PRACTISE
A Correct Answer Does Not Always Mean the Skill Is Secure
Parents understandably feel reassured when an answer is correct. Teachers do too—but the working matters.
Imagine a child answers a percentage question correctly using a familiar procedure. If the next question tests the same underlying idea but changes the wording or reverses the relationship, the child may no longer know what to do.
The first answer showed that the child could complete one version of the task. The second question tells us whether the underlying idea can be transferred.
This is why good maths teaching checks more than whether an answer has a tick next to it.
Useful checks include asking the learner to explain the method, changing one condition, asking them to solve the problem another way, or presenting the same mathematics in an unfamiliar context.
Signs the Problem May Be Missing Foundation Knowledge
A child can work hard and still find new mathematics difficult if an earlier building block is insecure.
- They rely heavily on counting for calculations that should be increasingly fluent.
- Fractions, decimals or percentages repeatedly cause difficulty across different topics.
- They understand a new method during the lesson but cannot reproduce it later.
- Multi-step questions collapse because too much attention is being used on basic calculations.
- The same earlier misconception keeps appearing in more advanced work.
When this happens, moving ahead faster is not always the answer. It may be more efficient to repair the prerequisite skill first.
Signs the Problem May Be Understanding Rather Than Memory
Some learners can remember a sequence of steps but do not yet understand the mathematical relationship underneath them.
This can look successful when the question is familiar. It becomes visible when the format changes.
- The child asks, “Which method do I use?” even when they have completed similar work before.
- They can follow an example but cannot explain why the steps work.
- They become stuck when numbers, diagrams or wording change.
- They apply a remembered rule in situations where it is not appropriate.
- They struggle to check whether an answer is reasonable.
In this situation, simply memorising the procedure more strongly may not create secure understanding. The concept itself needs to be taught and connected to different representations and examples.
Could the Maths Difficulty Actually Be a Reading or Language Difficulty?
Sometimes the calculation is not the main problem.
Word problems require learners to process language, identify relevant information and translate that information into mathematics. A child may therefore perform well on a direct calculation but struggle when the same mathematics is embedded in a paragraph.
Ask the child to explain the question in their own words before solving it. If they cannot say what is happening mathematically, the barrier may sit partly in interpretation rather than calculation.
This is particularly important for learners who benefit from additional processing time, explicit vocabulary teaching, visual structure or instructions broken into smaller stages.
Explore more on our service today on SEND-Friendly Tuition
Why Confidence Matters—but Should Not Replace Diagnosis
Repeated difficulty can affect confidence. A child who expects to fail may avoid challenging questions, rush, leave work blank or ask for help before attempting the problem independently.
Confidence therefore matters.
But telling a child to “believe in yourself” is not a substitute for teaching the missing mathematics.
Confidence is often strengthened when a learner begins to understand what was previously confusing, experiences appropriately challenging success and can see evidence of their own improvement.
The academic and emotional sides of learning can therefore reinforce one another.
What Parents Can Do at Home Without Becoming the Maths Teacher
Parents do not need to reteach the entire curriculum. A few habits can make home support much more useful.
- Ask “How did you work that out?” rather than only “What is the answer?”
- When an answer is wrong, ask where the child first became unsure.
- Use short, regular practice rather than turning every evening into a long maths session.
- Keep examples of recurring mistakes so patterns become visible.
- Praise useful learning behaviours such as explaining, checking and correcting—not only speed or perfect scores.
- Avoid repeatedly describing the child as “not a maths person”.
- Share significant recurring difficulties with the school or tutor.
The purpose is not to interrogate the child. It is to gather better information about what they understand.
Should I Use More Worksheets or Past Papers?
Worksheets and past papers are tools. Their value depends on how they are used.
If the learner has just developed a skill, carefully selected practice can help make it more fluent. If they are preparing for an examination, past-paper questions can help transfer learning into assessment conditions.
But completing more questions without analysing errors can hide the real issue.
After practice, ask:
- Which questions were difficult?
- Was the same type of mistake repeated?
- Was the problem understanding, method, accuracy, language or timing?
- Could the child explain the corrected method afterwards?
- Can they now solve a slightly different version independently?
Practice becomes much more powerful when it produces information that changes what is taught next.
When Should I Speak to My Child's School?
If you notice a recurring pattern, speaking to the class teacher or maths teacher can help connect what you are seeing at home with what is happening in school.
Useful questions include:
- Which maths areas are currently secure?
- Which skills are below the expected level or causing concern?
- Is there a prerequisite skill that should be revisited?
- Does my child participate confidently in lessons?
- Are mistakes mainly conceptual, procedural or related to interpreting questions?
- What should we prioritise at home?
Tuition should complement school teaching rather than operate as a disconnected second curriculum.
When Might a Maths Tutor Help?
One difficult topic or one disappointing assessment does not automatically mean a child needs tuition.
Additional support may be useful when the same gaps continue despite classroom teaching and home practice, confidence is deteriorating, the learner needs more individual explanation or practice, an important transition or assessment is approaching, or parents are unsure how to identify the underlying difficulty.
The quality of the support matters. A tutor should not simply provide another hour of questions.
They should be able to identify what the learner understands, diagnose the gap, teach it explicitly and then check whether the learner can apply the skill independently.
How Skinat Tuition Approaches a Child Who Is Struggling With Maths
Skinat Tuition provides personalised online tuition through qualified UK teachers.
Our starting point is not to assume that every learner who is struggling needs the same programme.
We want to know the learner’s age or year group, location within the UK, current curriculum or qualification where relevant, recent feedback or assessment information, the areas causing difficulty and what the family would like the learner to achieve.
Teaching can then focus on the actual mathematical priority.
The underlying approach is simple:
DIAGNOSE → TEACH → PRACTISE
Diagnose the point of difficulty. Teach the missing knowledge, understanding or strategy. Practise it sufficiently to develop greater independence and transfer.
Because Skinat Tuition supports learners across the UK, the exact curriculum or qualification should be identified rather than assuming that every child follows the same route.
Learn More:
Primary Tuition
Secondary Tuition
GCSE & National 5 Tuition & SEND-Friendly Tuition
What Changes at Different Stages?
Primary Maths
At Primary level, difficulties may involve number sense, place value, arithmetic, multiplication and division, fractions, problem solving or mathematical vocabulary. Secure foundations matter because later topics build on them.
KS3 Maths
During Years 7–9, learners meet increasingly abstract mathematics. Earlier number weaknesses can begin to interfere with algebra, ratio, geometry and multi-step problem solving. This stage is an important opportunity to repair gaps before GCSE pressure increases.
GCSE Maths
At GCSE level, the question becomes both mathematical and assessment-specific. Learners need secure knowledge, appropriate methods, problem-solving skills, independence and experience applying those skills to the qualification they are actually taking.
National 5 Maths
Learners in Scotland should receive support aligned to the Scottish qualification they are taking. National 5 should not simply be treated as GCSE Maths with different terminology.
Frequently Asked Questions
Why is my child suddenly struggling with maths?
The difficulty may be new, but the cause can sometimes be an earlier skill that has become important as the mathematics gets harder. Look at recent work and ask the teacher which prerequisite knowledge is needed for the current topic.
My child understands maths at home but performs badly in tests. Why?
Understanding with support and applying mathematics independently under assessment conditions are different demands. Timing, question interpretation, confidence and transfer may need to be investigated alongside subject knowledge.
Should I make my child do maths every day?
Regular practice can be useful, but quality matters more than simply increasing volume. Short, purposeful practice focused on an identified skill is usually more informative than repeatedly completing unrelated questions.
How do I know whether my child needs a tutor?
Look for recurring patterns rather than one difficult lesson. Tuition may be worth exploring if gaps persist, confidence is falling, your child needs more individual explanation or an important assessment is approaching without a clear plan.
Can a child be good at maths but still struggle with word problems?
Yes. A learner may calculate accurately but find it harder to interpret language, identify relevant information and decide which mathematics is required.
Can online maths tuition work for a struggling child?
It can when the teaching is well matched to the learner. Online lessons can use digital whiteboards, shared questions, visual models and live feedback. The central issue is still the quality of diagnosis and teaching.
Does Skinat Tuition support Maths across the UK?
Skinat Tuition provides UK-wide online tuition. The learner’s nation, stage, curriculum and qualification should be identified so that support is appropriate rather than assuming every UK learner follows the same system.
Conclusion: Find the Break in the Chain
When a child is struggling with maths, more effort is not always the first answer.
First find out what the difficulty actually is.
Is an earlier skill missing? Does the child know a procedure without understanding it? Are they misreading the question? Can they use the skill only when the method is obvious? Are confidence and independence beginning to interfere with what they know?
Once the problem becomes specific, the teaching can become specific too.
That is the difference between giving a child more maths and giving them the mathematics they actually need next.
At Skinat Tuition, our qualified UK teachers use personalised teaching to identify gaps, strengthen understanding and build increasingly independent practice.
If you are unsure where your child’s difficulty begins, bring recent school feedback, marked work or assessment information where available.
Your child’s first lesson is free, with no obligation to continue.
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