My Child Has Started Year 11 and Is Struggling With GCSE Maths — What Should We Do?

If your child has started Year 11 and is struggling with GCSE Maths, do not add more revision straight away. First, find out why they are losing marks.

The cause could be an earlier gap in Maths, difficulty working independently, weak exam technique, ineffective revision or falling confidence.

For many parents, Year 11 is when GCSEs suddenly feel more serious. Homework becomes harder. Teachers begin talking more about mock exams and grades. Your child may return to a topic from Year 10 and say, “I don’t remember how to do this.”

That can be worrying, but it does not mean they need to start the entire GCSE Maths course again.

More revision is not always the answer. Better information comes first.

Improve Tuition supports Year 11 pupils with GCSE Maths in Batley and online. Our starting point is to understand what is causing the difficulty before deciding what support may help.

Is it normal to struggle with GCSE Maths at the start of Year 11?

It is not unusual for difficulties to become more noticeable in Year 11.

GCSE Maths builds on knowledge developed over several years. A pupil might be working on a Year 11 algebra problem, for example, but the real difficulty could be an earlier weakness with negative numbers, fractions or equations.

There is another challenge too: pupils increasingly need to decide for themselves which Maths to use.

A worksheet headed “Solving Equations” gives away an important clue. The pupil already knows which method is required. In a mixed GCSE question, that clue may disappear.

Now they have to recognise what the question is asking, choose an appropriate method and carry it out accurately.

GCSE Maths assesses more than carrying out standard techniques. Pupils are also expected to reason, solve problems and communicate mathematically. The Department for Education’s GCSE Mathematics assessment objectives reflect this, while the AQA GCSE Mathematics specification sets out how these skills form part of the qualification.

In practice, this means a pupil may know several individual methods but still struggle to decide which one a question requires.

A pupil can therefore appear confident when practising one clearly labelled topic but struggle when different skills are mixed together.

September is a useful time to find these gaps, before mock pressure increases.

Why might my child be struggling?

Two pupils can receive similar test scores for completely different reasons.

One might not understand fractions. Another may understand the Maths but struggle to recognise which method to use. A third may know the method but repeatedly lose marks through inaccurate working.

The score alone will not tell you which problem you are dealing with.

Gaps from earlier Maths

GCSE Maths builds on earlier learning. Weaknesses do not simply disappear when a pupil enters Year 11.

Common gaps include:

• Fractions, decimals and percentages
• Negative numbers
• Ratio and proportion
• Algebra
• Solving equations
• Rearranging formulae
• Graphs
• Geometry and measures

The topic causing the visible problem is not always the topic that needs attention first.

For example, difficulty with percentage change may actually come from uncertainty when converting between percentages and decimals or using multipliers. A pupil finding advanced algebra difficult may first need to strengthen basic algebra skills.

Look one step behind the mistake.

More difficult questions do not necessarily close a gap. Sometimes they simply expose it again.

They understand when shown but cannot do it independently

Can they do it without help?

This is one of the most useful questions a parent can ask.

Your child may appear to understand immediately after a teacher, tutor, parent, video or worked example has demonstrated the method. Give them a similar question later, without the example beside them, and the response can be very different:

“I don’t know what to do.”

This does not necessarily mean they learned nothing. The method may simply not be secure enough for them to remember and use independently.

Solving an equation when the instruction says “Solve this equation” is one thing. Recognising that an equation needs to be formed inside a longer problem is another.

A useful check is to wait until the following day. Give your child a similar question without notes, a video or a worked example.

If they cannot decide how to begin, return to the first step of the method rather than moving straight onto a full past paper.

Exam technique is costing marks

Sometimes the Maths is understood, but too little of that understanding is being converted into marks.

Look through marked work for patterns such as:

• Not showing enough working
• Misreading a value
• Missing a unit
• Rounding too early
• Entering something incorrectly into a calculator
• Completing only the first part of a multi-step problem
• Spending too long on one question
• Not checking whether an answer is reasonable

Parents sometimes call these “silly mistakes”, but repeated mistakes are worth investigating.

One missed unit may be an isolated error. Missing units repeatedly is a pattern.

The same applies to negative signs, calculator entries, premature rounding and incomplete working. Repeated errors may point to rushed working, weak checking habits, uncertainty with a calculation or a method that is not yet secure.

They are revising, but not effectively

A child can spend considerable time “revising Maths” without doing enough actual Maths.

Consider this revision pattern:

Watch a video → understand the explanation → move to another video

The pupil may genuinely feel that they understood it.

But can they answer a question independently ten minutes later?

What about the following day?

Can they recognise the same method when the question looks different?

A more useful revision pattern is:

Learn → attempt → mark → correct → retry → apply

Videos and notes can help, but they should support mathematical practice rather than replace it.

Confidence is beginning to affect performance

Listen to the language your child is using:

• “I’m just bad at Maths.”
• “There’s no point.”
• “I can’t do any of it.”
• “I’m going to fail.”

Repeated difficulty can make some pupils reluctant to attempt questions, particularly when they expect to get them wrong.

Simply telling a child to “be more confident” is unlikely to solve this. Instead, help them notice evidence that something they previously found difficult is becoming manageable.

Perhaps they could not solve a particular type of equation last week. This week, they can complete three similar questions independently.

Point that out.

Specific progress is often more convincing than general reassurance.

Whether the difficulty is knowledge, independence, exam technique, revision or confidence, the next step is the same: look for evidence before deciding what to change.

What should I check first?

You do not need to investigate the entire GCSE course in one evening.

Start with the evidence you already have.

1. Look at the latest marked work

Use a recent test, assessment or homework.

Do not look only at the percentage or grade. Look at where the marks were actually lost.

2. Compare supported work with independent work

Can your child complete a similar question later without notes, prompts or a worked example?

This helps distinguish between understanding an explanation and being able to use the method independently.

3. Look for patterns

One incorrect fraction question may simply be one mistake.

Fractions repeatedly causing difficulties in percentages, ratio and probability deserve more attention.

4. Speak to the Maths teacher

Ask what they have noticed.

Is the main difficulty knowledge? Working independently? Exam technique? Or something else?

5. Choose a small number of priorities

Two Maths priorities and one exam habit are far more manageable than:

“You need to revise the whole GCSE.”

You are looking for a useful starting point, not trying to create the perfect GCSE revision timetable overnight.

What can we do at home without creating more pressure?

Parents do not need to become GCSE Maths teachers.

One of the easiest improvements is to make revision more specific.

Compare:

“Go and revise Maths.”

with:

“Complete five percentage-change questions. Mark them, correct any mistakes and write down one thing you need to remember next time.”

The second task has a clear purpose and a clear finishing point.

Ask questions that encourage thinking

You do not necessarily need to know the answer yourself.

Try asking:

• What is the question asking you to find?
• What could the first step be?
• How could you check whether your answer is sensible?

The aim is not to give your child the method immediately. It is to discover what they can work out for themselves.

Keep a simple error log

This is where marked work becomes particularly useful.

Instead of correcting a question and forgetting about it, record mistakes that keep recurring.

Over several weeks, the log can reveal patterns that are difficult to spot from one test alone.

Should my child start doing GCSE past papers now?

Past papers can be useful in Year 11, but they should not automatically become the whole revision programme.

If your child does not understand a topic yet, repeatedly meeting it in full papers will not necessarily fix the problem. They may simply make the same error again.

A more useful progression is:

Identify the gap → revisit the method → practise independently → try mixed questions → use exam-style questions → move towards full papers

When your child completes a paper, do not stop at the score.

Ask:

• What did they know?
• What could they not remember?
• Where did they choose the wrong approach?
• Which mistakes have appeared before?

A past paper should provide more than a percentage. It should give you information about what to work on next.

A simple four-week Year 11 Maths reset

If Maths currently feels like one enormous problem, use four weeks to make it more specific.

This is not intended to solve the whole GCSE course in four weeks.

The aim is much more useful: to move from “My child is struggling with Maths” to knowing which two or three things actually need attention next.

When might GCSE Maths tuition help?

Extra support may be useful when the same difficulties keep appearing in homework and tests.

It may also help if your child can follow an explanation but cannot reproduce the method independently, or if regular revision is producing little progress.

Sometimes the clearest sign is simpler: Maths is becoming a major source of frustration.

The useful question is not simply:

“Does my child need a tutor?”

It is:

“What does my child actually need help with?”

If you are looking for local or online help, you can read more about GCSE Maths tuition in Batley or online GCSE Maths tuition. You can also book a free assessment to identify a suitable next step.

What we look for in a Year 11 Maths assessment

When we assess a Year 11 pupil at Improve Tuition, getting an answer right or wrong is only part of what we look at.

We want to see whether the pupil can:

• Remember a method without being prompted
• Recognise when that method is needed
• Carry it out accurately
• Use it when the question is presented differently
• Show enough working for us to see where an error began

Take an incorrect algebra answer.

That alone does not tell us that “algebra is weak”.

We look at where the working broke down.

Was the problem caused by a negative number? Expanding a bracket? Rearranging an equation? Or did the pupil simply not recognise what the question required?

We also identify what the pupil can already do.

There is little value in treating the whole GCSE course as a weakness when only particular skills need attention.

Don’t wait for mocks to find out what is going wrong

The beginning of Year 11 gives families time to investigate difficulties before mock pressure increases.

If your child is struggling, look beyond the amount of revision they are doing.

Are earlier gaps getting in the way?

Can they use a method without being prompted?

Are repeated exam habits costing marks?

Are they spending time revising without properly testing themselves?

The answers give you something much more useful than:

“They need to do more Maths.”

Your next step might be focused practice at home, a conversation with school, a change in revision approach or additional support.

The important thing is that the next step responds to the actual difficulty, rather than simply adding more work.

Frequently asked questions

What should I do first if my child is struggling with GCSE Maths?

Start with recent marked work, tests and teacher feedback. Look for mistakes that keep recurring, then compare what your child can do with help with what they can do independently.

Choose two topic priorities and one exam habit rather than trying to revise everything at once.

Why can my child do GCSE Maths at home but not in tests?

At home, a pupil may have notes, worked examples, more time or someone available to help.

In a test, they have to remember the method, recognise when to use it and carry it out independently. That difference can reveal skills that are understood when supported but are not yet secure.

Should my child start GCSE Maths past papers in Year 11?

Past papers can be useful, but they should not be the only form of revision.

If a paper exposes an underlying knowledge gap, address that skill and practise it independently before simply completing another full paper.

When should we consider GCSE Maths tuition?

Consider additional support if the same difficulties keep recurring, your child struggles to work independently after explanations, revision is not leading to progress, or you are unsure what they should focus on next.

The starting point should be identifying what kind of support they actually need.

About the author

Written by Mr Gulamhusain Dabhad, Founder of Improve Tuition

QTS, BA (Hons) | Tuition experience since 2001

Mr Dabhad founded Improve Tuition in 2007. Improve Tuition provides Maths, English and Science support for children and teenagers in Batley and online.

Meet the Improve Tuition team

References

1. Department for Education — GCSE Mathematics subject content and assessment objectives.
2. AQA — GCSE Mathematics (8300) specification.
3. AQA — GCSE Mathematics specification features and benefits.