IGCSE Maths Tutor in Muhaisnah

Get this from the school's exams officer or the mathematics teacher, in writing, before you book anybody. Do not get it from the student: most cannot say, and the confident ones are sometimes wrong. Dubai schools use Cambridge International and Pearson Edexcel, some use OxfordAQA, and a single school may use different boards for different subjects. Cambridge sciences with Pearson mathematics is a common pairing in this catchment and is exactly the configuration that produces a mismatched tutor.

The table below lists the codes you are most likely to be told, with the tiers each offers and what to confirm. Take the code to any tutor you are considering and ask them to describe its papers. A specialist answers immediately: number of papers, duration, calculator position, where the long-answer marks sit. A generalist says the boards are broadly similar, which is true of the content and false of the paper, and the paper is what March and April are about.

Two of these deserve a specific warning. Cambridge 0607 International Mathematics is a different syllabus from 0580 with a different assessment design, and a tutor who assumes 0580 will mislead a 0607 candidate about what the paper asks for. And Cambridge 0606 Additional Mathematics is a genuinely harder qualification taken alongside the main one by stronger candidates; if your child has been entered for it late, the useful question is whether the entry is appropriate rather than how to revise for it.

Paper numbers, durations and calculator rules are revised when a syllabus is reissued, so confirm the current detail against the board's published syllabus for your child's cohort rather than against anything on a tutoring page, including this one. What does not change is the principle: the code is the unit of matching, and a tutor who cannot describe your code's papers should not be teaching your child in Year 11.

This is the fact that changes what a family should buy and it is rarely stated plainly. Tiered mathematics qualifications do not award the full grade range on both tiers. A Core or Foundation entry caps the grade that can be awarded, regardless of how well the student performs. A student who scores extremely highly on a Core paper receives the top grade available on that tier, not the top grade available in the qualification.

That has two consequences. First, no amount of tutoring lifts a grade above the ceiling of the tier the student is entered for, so if the target grade sits above that ceiling the conversation is about the entry and not about tuition. Second, a confident Core grade is a genuinely good outcome for a student who would have struggled on Extended, and families who force an Extended entry on a borderline student frequently end up with a worse result than the Core entry would have produced.

The decision belongs to the school, is based on evidence from the student's work, and is usually taken well before Year 11. The honest sequence for a Muhaisnah family who wants to change it is to ask the mathematics teacher two questions: what evidence would change the entry, and by what date does the decision have to be made? Then work on exactly that evidence. A tutor who promises to move a child up a tier without having seen a marked script is guessing.

The table sets out the comparison across what actually differs, and the last column is what matters for planning. Note the tutoring implication is not simply more hours for the higher tier: the higher tier needs different work, aimed at multi-topic problem solving and at the extended questions that only appear on that paper.

Mock scripts from students in this catchment show the same losses year after year, and almost none of them are about not knowing the mathematics. The largest single category is reasoning not shown. Circle theorem questions award marks for naming the theorem; a correct angle with no reason attached loses them. Transformation questions award marks for a complete description; a perfect drawing with no centre or scale factor stated loses them. Both are communication failures dressed up as mathematics failures.

The second category is specific topics that are systematically under-revised because they look like minor content. Histograms with unequal class widths, where frequency density is the whole question. Reverse percentages, where students apply a forward calculation. Bearings, measured from the wrong reference direction. Compound and inverse proportion. Algebraic fractions, where a student who can simplify will not combine. Each is a small number of marks and together they are a grade.

The third category is accuracy and rounding. Carrying an approximated intermediate value forward converts correct method into a wrong answer. Giving a final answer to three significant figures when the question asked for two decimal places loses a mark the mathematics had earned. Leaving an answer in decimal form when exact form was required does the same.

The fourth is timing, and it is the one most visible on a mock script: a student who has answered everything up to a point and then produced fragments. That is a pacing problem and it has a specific remedy, which is timed sections rather than untimed practice. Topic revision does not fix it, and families who respond to an incomplete mock by buying more content coverage are solving the wrong problem at considerable expense.

Run this on any tutor, local or online, and on us. It needs no mathematical knowledge from you and it is far more informative than a credential list. Five requests, in order, and note that each one has a right answer the tutor either produces instantly or does not.

One: describe the papers for my child's syllabus code, with tiers, durations and calculator positions. Two: name three topics that appear on the higher tier and not on the lower one. Three: show me, on my child's mock script, three marks lost for a reason that is not about understanding the mathematics. Four: what will you set between sessions, and will you mark it before the next one? Five: what should my child be able to do after six sessions that they cannot do today?

The third request is the strongest filter in the list, because it cannot be prepared for. A tutor who knows the qualification will find those three marks in two minutes and explain each one in a sentence. A tutor who teaches mathematics in general will talk about the topics the student got wrong, which is a different and much less useful answer. The distinction will be obvious to you even if you cannot do the mathematics yourself.

The fifth request tests whether the tutor plans or improvises. A specialist narrows it: not "improve in maths" but "describe transformations completely without being prompted, and handle a histogram with unequal class widths". That narrowness is what makes a review at session six possible, and a tutor who will not narrow it has given you no way to evaluate what you are about to pay for.

Almost all the demand in this catchment arrives in Year 11, and almost all the value sits in Year 10. The reason is structural rather than motivational. In Year 10 the tier is still movable, the content is still being taught for the first time, the student is less tired, and the evening slots are uncontested. In Year 11 the tier is fixed, the content is largely delivered, and the available work is technique within a ceiling somebody else set.

That does not make Year 11 support pointless. Technique work is real and it moves grades, particularly for a student whose mock script shows the losses described earlier. But it is a narrower product and it should be bought as a bounded block with a stated target, not as an open-ended weekly slot renewed out of anxiety. A family spending across a whole Year 11 without a review point is usually paying for reassurance.

The highest-value purchase in this catchment, if a family is going to buy anything, is a weekly hour through the autumn and spring of Year 10 aimed at algebraic fluency and at presentation habits. Both transfer to every subsequent paper. Both are cheap to fix at that stage and expensive to fix later. And in a student who is borderline between tiers, both are exactly the evidence the school needs to see before an entry decision.

For Key Stage 3 the same logic goes further back and almost nobody acts on it. Index laws, negative numbers, fractions and proportional reasoning are the four things that decide whether Extended content is accessible, and they can be rebuilt in a term at a lower rate with no examination pressure. A family who fixes those in Year 8 generally never buys mathematics tutoring again.

UAE candidates sit the June and November series, which means a June result can be improved in the same calendar year rather than waiting twelve months. That is a genuine option and families in this catchment under-use it, usually because the decision window is misunderstood. The useful fortnight is immediately after results in August, not October, because entries close months before the exams and because eight focused weeks from early September are worth more than twelve drifting ones.

Do not use any February or March dates you find quoted. The Cambridge February/March series is offered to India only; UAE candidates sit June and November. A page quoting a February exam window or a November entry deadline for a March series to a Dubai parent is giving them a date that is wrong for their country, and it is the kind of error a family acts on.

On verifiable dates: Pearson Edexcel International GCSE exams are available in May/June and November each year, and the November 2026 final timetable ran from late October to 19 November 2026. Pearson's June 2026 results went to centres on 19 August 2026 and to students on 20 August 2026, and November 2025 results reached students on 22 January 2026. Cambridge allocates every centre to one of six administrative zones and states that it is essential to use the correct timetable version for your zone, because it cannot accept responsibility for candidates who miss an exam otherwise.

If the student has left the school that entered them, they become a private candidate, which changes the logistics rather than the qualification. A centre has to be found and booked independently, and the centre sets its own fees and deadlines. Those figures should come from the centre, not from a tutoring page: we will not quote an entry fee we cannot source. The school's exams officer is the best first call even after a student has left, because they will know which local centres accept private candidates.

Mathematics is the most heavily tutored subject in Dubai, which means supply is good and rates sit mid-band rather than at scarcity levels. The published figures: qualified subject tutors working online at roughly AED 150 to 300 an hour, with one Dubai agency publishing IGCSE from AED 150. Specialists across IB, IGCSE and A Level at roughly AED 200 to 450 and above. Budget online provision from roughly AED 33 to 65 depending on the provider. In-home visits at roughly AED 180 to 500 with travel included.

What the extra buys at the specialist end, in this subject specifically, is paper knowledge rather than mathematical knowledge. Anybody in the qualified band can teach circle theorems. Fewer can look at a mock script and identify in two minutes that the student is losing reasoning marks rather than getting angles wrong, and fewer still know the question-type patterns of one particular code well enough to predict where the student will next lose two marks. In Year 10 that premium is optional. In the spring of Year 11 it is most of the value.

The cheapest effective purchase in this catchment is the three-session mock diagnostic, because it frequently concludes that a short block is sufficient. The most expensive is an open-ended Year 11 weekly slot with no stated target, renewed monthly; published monthly estimates for specialist exam-year support run roughly AED 1,000 to 2,000 and above for a weekly hour, so a year of that unevaluated is a substantial sum.

Our own figure is agreed at the consultation, once the code, tier and cadence are known, and we sit in the qualified-specialist part of those bands rather than the budget part. The trial lesson is free and nothing is charged before it. If the mock diagnostic says a bounded block will do, we will quote the block rather than the year, which is the smaller sale and the right advice.

Send three things and the match is right first time. The syllabus code and tier from the school in writing. The most recent mock or marked paper, because that is where a specialist finds the real problem. And the school's weekly timetable, including which afternoons finish late, so the slot is chosen rather than assumed.

We propose a tutor who teaches that code habitually and a free trial lesson in a slot the school run can survive. In this catchment that usually means six o'clock or half past seven on a weekday, or half past nine on a Saturday. Use the trial to run the five requests from the thirty-minute test, especially the third one about marks lost on the student's own script.

Then agree one narrow target for session six, visible in a marked paper. Describing transformations completely without prompting. Handling a histogram with unequal class widths. Completing a paper section in the time allowed without fragments at the end. At session six you look at a script and decide: continue, change the tutor, change the diagnosis, or stop.

Finally, the advice we would give a Muhaisnah family regardless of whether they use us. If your child is in Year 10, buy the autumn. If they are in Year 11 and the mocks are done, buy the diagnostic before you buy any hours. If the target grade sits above the tier ceiling, go and talk to the mathematics teacher before you spend anything at all, because that conversation is free and no tutor can substitute for it.