IB Maths Tutor in Mudon

Take the session the student is working towards and count back from it. Eighteen months out, the route is being chosen in Year 11 on the strength of IGCSE or Middle Years work, and that choice sets the ceiling for university applications. Twelve months out, the exploration topic is being approved and the first content gaps from the autumn term are either closed or quietly carried forward. Nine months out, there should be a complete exploration draft and the first mock.

Six months out, the balance should tip. Content teaching stops being the main activity and timed papers start. This is the phase where students who have never practised Paper 1 without a calculator discover how much their fluency has degraded, because school classwork and homework are almost always done with technology to hand. Three months out, the only useful work is timed papers and marked-script repair, with topic work chosen from what the scripts show rather than from a syllabus order.

Six weeks out, the plan narrows to error patterns and exam logistics. At this point content revision has a poor return, because anything genuinely unlearned will not be secure enough to use under pressure, while a habit like showing working or checking a rearrangement can still be installed. Ramadan falls inside the final stretch in the current cycle, which is why evening slots after Iftar are worth fixing early rather than renegotiating late.

IB session and results dates are not published on this page. The IB's own site, through the school's Diploma coordinator, is the only reliable source for them, and a tutoring page that restates them without that check will eventually be wrong. What is safe to plan around is the sequence rather than the specific dates.

The mathematical exploration is the only part of a Diploma maths grade a family can still influence by acting early, which makes it the highest-return thing on this page. It is a piece of personal mathematical writing, not a long report, and schools publish the current page guidance from the subject guide. It is marked against criteria covering presentation, mathematical communication, personal engagement, reflection and the use of mathematics.

Students lose marks in a predictable place. They pour effort into the mathematics, which is one criterion, and neglect presentation, engagement and reflection, which are separately credited. A reflection that says the topic was interesting scores little. One that identifies a limitation in a model, considers what would change if an assumption were relaxed, and says why that matters for the conclusion scores properly. That is a writing skill, and it is teachable in two or three sessions.

Topic choice decides the ceiling before anything is written. A topic with no accessible mathematics at the student's level cannot be rescued by effort, and a topic so broad that the mathematics becomes a survey cannot show engagement. The useful test is whether the student can state, in one sentence, what mathematics they will do and why they personally chose this. If they cannot, the topic is not ready, however interesting it sounds.

The boundary here is strict and worth stating plainly. A tutor may explain the criteria, question the topic, critique the mathematics and mark the student's own draft against the descriptors. A tutor may not draft, rewrite, edit to completion, or supply a worked exploration to adapt. The work is authenticated by the teacher, and a malpractice finding can cost the Diploma rather than the marks.

The most common mistake in maths revision is treating the papers as one thing. In Analysis and Approaches, Paper 1 is taken without a calculator and Paper 2 with one, and they reward different skills so completely that practising them together trains neither. A student who always has technology to hand loses non-calculator fluency silently, because nothing in school classwork exposes it until a mock.

Paper 1 rewards arithmetic resilience, exact-value work, surds, logarithms and the ability to carry an algebraic manipulation three or four lines without error. The drill is unglamorous and effective: short timed sets, no calculator, marked immediately, with every error classified as either a method problem or a slip. Slips respond to pace discipline. Method problems need teaching. Distinguishing them is the whole point of marking immediately.

Paper 2 rewards a different habit, which is reasoning first and confirming with technology second. Students who reach for the graphing calculator before deciding what they are looking for lose time and produce answers they cannot justify. The drill is to require a written plan line before any calculator use on each question, which feels slow for a fortnight and then becomes faster than the alternative.

At Higher Level, Paper 3 is an extended investigation in Analysis and a modelling investigation in Applications. It rewards rehearsed structure rather than extra content: reading the whole question first, establishing notation, generalising carefully and justifying each step. Two or three full rehearsals change performance on it more than any amount of topic revision, and almost nobody does them.

Eight weeks is the block most families ask for, and in maths it has a reliable shape. The first fortnight is diagnosis under time: two timed papers, marked by the student against the scheme, with every loss classified. Nothing else happens in those two weeks, because every later decision depends on what the classification shows.

Weeks three to five are repair aimed at the two or three topics carrying the heaviest recoverable loss, taught properly rather than revised, with a timed section in every session to keep the diagnosis honest. This is where most of the available marks move, and the selection matters more than the teaching: a topic worth four marks a paper is not worth three weeks however shaky it is.

Weeks six and seven return to whole papers under full conditions, alternating Paper 1 and Paper 2, with Paper 3 rehearsals added at Higher Level. The purpose shifts from learning to execution: pacing, question order, when to abandon a part and come back, and how to use the first five minutes. Students who have never practised question order lose marks they already earned by running out of time on the last page.

The final week is deliberately light. Formula booklet familiarity, calculator mode checks, one timed section to stay warm, sleep. A student who revises hard in the last week usually arrives tired, and tiredness costs more marks in a non-calculator paper than any remaining content gap.

Mocks do two jobs and families usually only notice one. They produce a predicted grade, which matters for university applications, and they produce a marked script, which matters far more for the eventual result. The script is routinely filed and forgotten while the grade is discussed at length, which is the wrong way round.

Read properly, a maths mock separates four failures that feel identical. There is content absence, visible as questions untouched. There is method loss, where the approach was right and the presentation lost the marks. There is timing collapse, visible as a strong first half and an abandoned final page. And there is misreading, where a correct method answers a different question from the one asked.

Each has a different timescale. Timing collapse responds inside two weeks to papers sat with a clock and a question-order rule. Misreading responds to a fortnight of reading the question aloud before writing. Method loss responds to the student marking their own work against the scheme until the pattern is obvious to them. Content absence is the slow one and the only one that genuinely needs months.

On predicted grades, one caution. Schools set mocks at different severities, and a paper marked harshly to motivate a cohort is not a forecast. Treat the number as a position and the annotations as the information, and compare any school boundary against the board's most recent published boundaries for the same paper rather than assuming they match.

A maths plan that ignores the UAE calendar fails for ordinary reasons. The academic year has long breaks in which nothing is set and short terms in which everything is, Ramadan shifts the shape of the day, and families in this belt travel. A plan written in September that assumes forty uninterrupted weekly sessions is fiction, and discovering that in March is expensive.

Ramadan is the clearest case. School days shorten, energy patterns change, and many Dubailand families prefer sessions after Iftar. Because an online session involves no travel, that change costs nothing to arrange and can be made week by week rather than negotiated once. Fixing those slots early in the month is easier than competing for them late.

School holidays work in the opposite direction and are underused. They are the only blocks in the year when a student can do three or four sessions in a week without competing homework, which makes them the natural window for closing a content gap or for exploration work that term time keeps interrupting. The summer between Year 11 and Year 12 is the cheapest useful window in the whole Diploma, and almost nobody uses it.

The practical move is to mark the fixed points once: term dates, mock windows, the exploration deadline, Ramadan, and any family travel. Everything else in the plan can then flex around them, and the review conversation every few weeks becomes a short one rather than a renegotiation.

Most pages present rates per hour. For a maths plan it is more useful to think per session and per block, because that is how the work is actually bought: an eight-week block of sixteen sessions, or a three-session exploration push, or a weekly hour through a term.

Take the qualified online band first, which is where a competent Diploma maths tutor sits: roughly AED 150 to 300 an hour, with Unitors publishing IGCSE from AED 150 and IB from AED 200. A sixteen-session block at the middle of that band is a planning number a family can test against its budget. Subject specialists run AED 200 to 450 and above, with TutorChase publishing AED 270 and Bestimate's table giving AED 200 to 450 or more, and premium examiner-led provision reaches AED 650 at BartyED.

The cheaper end exists and has a use. Budget online and university-student tutors advertise from roughly AED 45 to 150, with EdFlik at AED 45 to 65 and Tutopiya at AED 33 to 52, and for working through exercise sets with an organised student that is defensible value. It is less suited to an eight-week block before a session, where the value lies in classifying losses from a marked script.

In-home visits are quoted at roughly AED 180 to 500 an hour with travel inside the price, Bestimate's range being AED 180 to 350 and home tutors advertising AED 200 to 500. Monthly, Bestimate puts a weekly hour at AED 240 to 600 budget, AED 600 to 1,200 mid and AED 1,000 to 2,000 or more specialist. Packages seen include AED 799 monthly for eight online sessions. These are market figures with sources named, not IB Gram prices.

Two boundaries matter in maths specifically. The first is the exploration, where a tutor teaches, questions and marks the student's own draft and does nothing else. The second is board material: IB subject guides, past papers, mark schemes and grade-boundary tables belong to their publishers, and sessions reference and link to the official pages rather than circulating copies. Nobody has access to unreleased papers whatever is claimed.

On the tutor's side, the UAE requires a permit. The MoHRE private tuition work permit came in under Ministerial Resolution No. 710 of 2023, is granted free of charge for two years, and covers registered school teachers, government and private sector employees, unemployed residents, university students and school students aged 15 to 18. MoHRE's service listing shows no fee and a two-working-day completion time. Those tutoring without it are subject to fines and penalties under the applicable laws, and no fine schedule is published.

There is one arrangement to decline. Abu Dhabi's professional-ethics rules bar private and charter school staff from paid private tutoring of students enrolled at their own school, and the permit's code of conduct carries a similar bar. A maths teacher offering to tutor your child privately is the first case to ask about.

The useful questions for a maths tutor are narrow. Which route and level have you taught, and for how many cohorts. Which papers have you marked. How do you drill non-calculator work. What will you do with an exploration draft, and what will you refuse to do. Four answers, and the choice usually makes itself.