Questions to Ask a Maths Tutor Before Booking Lessons

Finding a maths tutor is not only about checking qualifications and availability.

A short conversation can tell you a great deal about how the tutor teaches, whether they understand your child’s needs and whether the practical arrangements are likely to work.

You do not need to interrogate every tutor with a long formal checklist. Choose the questions that matter most to your situation and pay attention to how clearly and thoughtfully the tutor answers them.

The aim is not to find someone who gives perfect answers. It is to find a tutor whose experience, approach and personality suit the student.

Before contacting a tutor

It helps to gather a little information first.

Try to establish:

• the student’s year group and current course;
• the exam board, where relevant;
• whether they are taking Foundation or Higher tier;
• recent test or assessment results;
• topics they find difficult;
• the student’s own view of the problem;
• what you hope tuition will achieve;
• preferred days, times and lesson format;
• a realistic budget.

You do not need to diagnose every weakness yourself. A good tutor should help identify gaps. However, giving them some context makes the first conversation more useful.

Questions about experience and subject knowledge

What levels of maths do you teach regularly?

“Maths tutor” can cover anything from primary arithmetic to A-level Further Maths.

Ask which levels the tutor teaches most often and whether they have recent experience with the student’s course.

A tutor who mainly works with younger children may not be the best choice for GCSE Higher or A-level. Equally, a highly advanced mathematician may not necessarily be skilled at supporting a nervous Year 7 student.

Have you worked with students in a similar situation?

You might ask whether the tutor has experience helping students who:

• lack confidence;
• have gaps from earlier years;
• are aiming for a GCSE pass;
• want to move to Higher tier;
• are targeting grades 7–9;
• are resitting an examination;
• are home educated;
• have additional learning needs;
• experience maths anxiety.

The tutor does not need to have worked with an identical student, but relevant experience can be reassuring.

Are you familiar with the exam board and specification?

For examination students, ask whether the tutor understands the relevant course.

They should be willing to work with:

• the correct specification;
• suitable past papers;
• mark schemes;
• the school’s chosen methods;
• calculator and non-calculator requirements;
• Foundation or Higher content.

A tutor does not need to memorise every exam-board detail, but they should know how to find and use the correct information.

What qualifications and teaching experience do you have?

Qualifications can provide useful evidence of subject knowledge, but they do not tell the whole story.

Relevant experience might include:

• classroom teaching;
• private tuition;
• examination marking;
• teaching assistance;
• university teaching;
• learning support;
• curriculum work;
• mentoring;
• work with home-educated students.

Listen for how the tutor’s experience relates to your child rather than simply counting certificates.

Questions about the tutor’s approach

How will you assess my child’s current understanding?

A tutor should not rely only on a test score or a statement such as “I’m bad at algebra.”

They may use:

• recent schoolwork;
• exercise books;
• reports and assessments;
• diagnostic questions;
• past-paper questions;
• discussion with the student;
• observation during the first lesson;
• a short initial assessment.

The important point is that they make some effort to identify the real source of difficulty.

For example, a student struggling with equations may actually have weak skills with negative numbers or fractions.

How do you normally structure a lesson?

There is no single correct lesson structure, but the tutor should be able to explain what usually happens.

A lesson might include:

1. reviewing previous practice;
2. discussing current schoolwork;
3. revisiting an earlier difficulty;
4. explaining a method;
5. completing guided examples;
6. giving the student independent questions;
7. reviewing mistakes;
8. agreeing what to practise next.

Be cautious if the tutor appears to have no plan at all, or if every lesson consists only of working through whatever homework happens to be due the next day.

How do you adapt explanations when a student does not understand?

A strong tutor should not simply repeat the same explanation more loudly or slowly.

Ask what they do when a method is not making sense.

Useful approaches might include:

• using a simpler example;
• drawing a diagram;
• connecting the topic to earlier knowledge;
• using practical resources;
• changing the wording;
• breaking the process into smaller steps;
• asking the student to explain what they do understand;
• returning to a missing prerequisite skill.

The tutor should expect to adapt.

How much of the lesson will my child spend answering questions?

The student should be active during the lesson.

A tutor needs to explain and demonstrate, but the student also needs to:

• attempt questions;
• explain their thinking;
• make decisions;
• show working;
• correct mistakes;
• practise independently.

A lesson can feel smooth when the tutor does most of the mathematics, but that does not mean the student is learning.

How do you check that a student has genuinely understood?

A student may be able to copy a method without being able to use it independently.

A tutor might check understanding by:

• changing the numbers;
• asking the student to explain the method;
• including a less familiar problem;
• returning to the topic later;
• asking the student to spot an error;
• giving an independent question without prompts.

Look for an answer that goes beyond, “I ask whether they understand.”

Questions about confidence and motivation

How do you support students who lack confidence?

Confidence problems are common in maths tuition.

A helpful tutor should be able to challenge negative beliefs without pretending that everything is easy.

They might:

• begin with questions the student can access;
• break difficult work into manageable steps;
• praise specific progress rather than ability;
• treat mistakes as useful information;
• avoid rushing;
• show the student evidence of improvement;
• gradually increase independence.

Be wary of approaches based mainly on pressure, embarrassment or comparison with other students.

What happens when a student is reluctant to participate?

Some students arrive at tuition because an adult arranged it rather than because they wanted it.

Ask how the tutor responds to a student who is quiet, resistant or worried.

The tutor cannot guarantee enthusiasm, but they should have a calm and realistic approach to building cooperation.

How do you keep lessons challenging without overwhelming the student?

The work should not be so easy that the student makes no progress, or so difficult that every lesson confirms their belief that they cannot do maths.

A good tutor should adjust the level and support as the student improves.

Questions about homework and practice

Do you set work between lessons?

Some tutors set regular homework. Others provide optional practice or work mainly within lessons.

The best approach depends on the student, their timetable and the purpose of tuition.

Ask:

• how much practice is normally set;
• how long it should take;
• what happens if the student becomes stuck;
• whether the work is marked or reviewed;
• whether parents need to supervise it.

A short, focused task that is discussed properly may be more valuable than a large worksheet that is never revisited.

How will you review mistakes?

Mistakes should not simply be marked wrong and forgotten.

Ask whether the tutor expects the student to:

• correct errors;
• explain what went wrong;
• retry similar questions;
• revisit the topic later;
• keep a record of common mistakes.

The way a tutor handles errors can reveal a great deal about their teaching.

Will you help with school homework?

It is reasonable for a tutor to help with schoolwork, but tuition should not become a homework-completion service.

The tutor should help the student understand the method and become more independent rather than supplying answers to meet a deadline.

Questions about progress

How will you decide what to work on next?

The tutor may need to balance several priorities:

• gaps in earlier knowledge;
• current school topics;
• upcoming assessments;
• examination preparation;
• confidence;
• revision;
• independent practice.

Ask how they make these decisions and whether they will adjust the plan as the student develops.

How will you keep me informed?

Parents need enough information to know whether tuition is useful, but they may not need a detailed report after every session.

A tutor might provide:

• a brief verbal update;
• a short message after each lesson;
• periodic written feedback;
• information about completed topics;
• practice recommendations;
• discussion when concerns arise.

For older students, it may be appropriate for communication to become more direct between tutor and student.

What kind of progress should we expect?

A responsible tutor should avoid guaranteeing a particular grade or a dramatic improvement within a fixed number of lessons.

They may be able to explain:

• likely short-term priorities;
• what improvement could look like;
• how long it may take to repair important gaps;
• what the student will need to do between lessons;
• how progress will be reviewed.

Progress may first appear as better confidence, clearer working or fewer repeated errors before it shows in a major test result.

How often should we review whether the tuition is working?

It is sensible to review the arrangement after an agreed period.

This might be after:

• the first few lessons;
• half a term;
• a school assessment;
• completion of a particular topic;
• an examination.

Ask what evidence the tutor will use and whether they are willing to change direction when necessary.

Questions about online and face-to-face lessons

Do you teach online, face to face or both?

Ask which format the tutor offers and which they think would suit the student.

Neither format is automatically better.

Online tuition can offer convenience, flexibility and a wider choice of tutors. Face-to-face tuition can make personal interaction and the observation of handwritten work more straightforward.

Online or face-to-face maths tutoring: which is better?

If lessons are online, how will you see written working?

This is one of the most important questions to ask an online maths tutor.

Possible methods include:

• a shared whiteboard;
• a tablet and stylus;
• photographs of written work;
• a document camera;
• screen sharing;
• uploaded worksheets.

The tutor needs to see the process, not only the final answer.

What technology will we need?

Confirm whether the student needs:

• a laptop or tablet;
• a webcam;
• a microphone or headset;
• a stylus;
• particular software;
• a reliable internet connection;
• access to a printer;
• a second device for showing written work.

Ask whether any paid software or subscription is required.

What happens if the internet connection fails?

The tutor should have a sensible policy for lessons disrupted by technical problems.

This might involve:

• reconnecting;
• switching platforms;
• continuing by phone temporarily;
• rescheduling;
• extending the lesson;
• providing replacement work.

Agreeing this in advance avoids arguments later.

For face-to-face tuition, where will lessons take place?

Lessons might take place:

• in the family home;
• in the tutor’s home;
• in a tuition centre;
• in a library or suitable public location.

Confirm who will be present, whether travel costs apply and whether the environment is appropriate for focused study.

Questions about safeguarding and communication

Do you have an enhanced DBS check?

A current enhanced DBS check can be reassuring when a tutor works with children.

However, it should not be treated as a complete guarantee of safety, professionalism or teaching quality.

Parents should still use normal judgement and remain appropriately involved.

How do you communicate with students?

Ask whether the tutor communicates:

• through a parent;
• through email;
• using a tuition platform;
• through messaging apps;
• directly with older students.

For younger students, parent-controlled communication is generally the clearest arrangement.

You may also wish to agree suitable contact hours and the type of messages that are appropriate.

Are online lessons recorded?

Some tutors record online lessons; many do not.

Ask:

• whether recording takes place;
• why it is needed;
• where recordings are stored;
• who can access them;
• how long they are kept;
• whether consent is required;
• how deletion requests are handled.

Do not assume that recording is automatically beneficial or necessary.

What professional boundaries do you follow?

A professional tutor should be comfortable discussing arrangements for:

• communication;
• privacy;
• lesson location;
• parental involvement;
• social-media contact;
• photographs or recordings;
• testimonials;
• handling personal information.

Clear boundaries protect both the student and the tutor.

Questions about fees and arrangements

What do you charge?

Confirm whether the stated price is:

• per hour;
• per lesson;
• per student;
• for one-to-one or group tuition;
• inclusive of travel;
• inclusive of resources;
• different for GCSE, A-level or specialist courses.

A tutor’s price may reflect their experience, location, qualifications, demand and lesson format.

How long is each lesson?

Common lesson lengths include:

• 30 minutes;
• 45 minutes;
• one hour;
• 90 minutes.

Longer is not always better.

Younger students or those with limited concentration may benefit from shorter lessons. Examination students may need more time for extended problems or full paper practice.

How often do you recommend lessons?

Weekly lessons are common, but the right frequency depends on:

• the student’s needs;
• the time available before an examination;
• the family’s budget;
• how much practice happens independently;
• whether the support is short term or ongoing.

A tutor should be able to explain their recommendation rather than automatically insisting on a particular package.

What is your cancellation policy?

Ask:

• how much notice is required;
• whether missed lessons are charged;
• what happens if the tutor cancels;
• whether lessons can be rearranged;
• how illness is handled;
• whether school holidays are included.

The policy should be clear before regular lessons begin.

Do you require payment in advance?

Tutors may charge:

• after each lesson;
• weekly;
• monthly;
• by half-term;
• through prepaid packages.

Make sure you understand the refund and cancellation arrangements before paying for a block of lessons.

Are there any additional costs?

Possible extra costs include:

• travel;
• textbooks;
• printed materials;
• examination papers;
• online platforms;
• booking fees;
• cancellation charges.

Ask for the complete cost rather than comparing hourly rates alone.

Questions about trial lessons

Do you offer an introductory call or trial lesson?

A short call can help you discuss the student’s needs and practical arrangements.

A trial lesson gives you more useful information about:

• the tutor’s explanations;
• rapport;
• lesson pace;
• the student’s participation;
• the suitability of online or face-to-face teaching;
• whether the student wants to continue.

A trial lesson does not need to be free. The important point is that you are not forced into a long commitment before seeing the tutor teach.

What should we bring to the first lesson?

The tutor may ask for:

• recent schoolwork;
• exercise books;
• assessment results;
• a calculator;
• the course specification;
• a list of difficult topics;
• a past paper;
• school reports.

Do not worry if you cannot provide everything. The tutor should still be able to begin assessing the student.

What will happen during the first lesson?

Ask whether the first lesson will focus on:

• assessment;
• current schoolwork;
• a particular topic;
• discussing goals;
• a mixture of teaching and diagnosis.

The tutor should be able to explain the purpose, even if the exact plan remains flexible.

Questions to ask your child after a trial lesson

The student’s opinion should be taken seriously.

Ask:

• Did you feel comfortable?
• Could you ask questions?
• Did the explanations make sense?
• Did the tutor listen?
• Did you do enough of the work yourself?
• Was the lesson too easy, too difficult or about right?
• Did you feel rushed?
• Would you be willing to work with this tutor again?

A student may not leave the first lesson declaring a new love of mathematics. A more realistic positive sign is that they felt respected, understood and able to participate.

What good answers sound like

There is rarely one perfect response to a question.

Good answers are usually:

• clear;
• specific;
• realistic;
• related to the student;
• open to adaptation;
• free from exaggerated promises.

For example, compare these two answers:

“I use my proven method and guarantee rapid improvement.”

and:

“I normally begin by looking at recent work and asking some diagnostic questions. Once I know where the gaps are, I agree priorities with the student and parent. I review the plan as the student progresses.”

The second answer gives you a much clearer picture of how the tutor works.

Warning signs during the first conversation

Be cautious if a tutor:

• guarantees a particular grade;
• claims one method works for every student;
• is vague about fees;
• refuses to discuss safeguarding;
• dismisses the student’s school or previous teachers;
• appears unwilling to adapt;
• cannot explain how progress is assessed;
• pressures you into paying for a large package immediately;
• says they will simply complete school homework with the student;
• talks almost entirely about their own achievements;
• shows little interest in the student’s needs.

One imperfect answer does not automatically make someone unsuitable. Look at the overall pattern.

A shorter checklist for the first call

You could ask these ten questions:

1. What levels and courses do you teach regularly?
2. Have you worked with students who have similar needs?
3. How will you assess my child’s starting point?
4. How do you normally structure lessons?
5. How will you adapt if an explanation is not working?
6. Do you set and review practice between lessons?
7. How will you communicate progress?
8. How will my child show written working, particularly online?
9. What are your fees and cancellation arrangements?
10. Do you offer an introductory call or trial lesson?

These questions should provide enough information for an initial comparison without turning the conversation into an interview panel.

Final advice

A tutor’s answers matter, but so does the way they respond.

Do they listen carefully? Do they ask sensible questions about the student? Are they honest about what they can and cannot offer? Can they explain their approach without relying on sales language?

You are looking for someone who understands mathematics, communicates clearly and treats the student as an individual.

Ask practical questions, involve your child and avoid feeling pressured into an immediate long-term commitment.

A thoughtful first conversation and a useful trial lesson are usually the best ways to decide whether a tutor is likely to be the right match.

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