We teach Cambridge IGCSE Mathematics online, one to one, to students anywhere in Malaysia. After your enquiry we assign an experienced teacher to you, and you begin with a paid one-hour trial, starting from RM80. The exact rate is the assigned teacher’s confirmed rate, and we tell you before the lesson.
The trial is a real taught class, not a consultation. The teacher works on your own questions, so by the end of the hour you know how they explain and what they found in your working.
Who does one-to-one Mathematics tuition suit?
It suits students whose mistakes repeat even after honest practice. You finish a past-paper style set, check the answers, correct the errors, and two weeks later the same kind of error appears in a new question.
These are the situations we meet most in IGCSE Mathematics:
- A weak foundation shows up late. Fractions, percentages or negative numbers were never fully secure, and they now sit underneath algebra, trigonometry and statistics.
- You can follow the class but not a blank question. The worked example in school makes sense, yet choosing the method alone does not.
- You lose marks for reasons you cannot name. The answer feels close, but method marks disappear, or the same rounding or sign error returns.
- Class moves faster than you can absorb. A school class cannot stop at your exact line of confusion, and a student who is shy about asking stays stuck.
- You are preparing for Core or Extended and are unsure where to begin. Your school decides your tier, and a teacher can help you sequence topics within it.
Self-study may be enough when your mistakes are careless slips that you catch yourself, or when your school teacher already answers questions quickly. The comparison of self-study, group classes and one-to-one tuition sets this out fairly.
What can one-to-one teaching actually address?
It addresses the reasoning behind an answer, not only the answer. A teacher sitting with one student can ask “why did you write this line?” and listen to the reply. That reply usually shows where the real gap is.
Here is an original example of how this looks in a lesson.
Question: A jacket costs RM150. The price is increased by 20%. A week later the new price is reduced by 20%. What is the final price?
A plausible student answer: “Up 20% then down 20% cancels out, so the price is RM150 again.”
The teacher does not say “wrong, do it again”. They ask the student to write the price after the first step. That gives 150 × 1.2 = RM180. Then they ask: “What is 20% of this number?”
The student sees that the second 20% is taken from RM180, not from RM150. That is RM36, so the final price is 180 − 36 = RM144.
The correction is the real lesson. A percentage always belongs to a base, and the base changes after the first step. The teacher then shows the shortcut: multiply by 1.2 and then by 0.8, which gives a single multiplier of 0.96, a 4% fall overall. The student tries a new question, a 10% rise followed by a 10% fall, and checks that 150 × 1.1 × 0.9 = RM148.50.
That took a few minutes, and it repairs a whole family of questions: reverse percentages, compound change and percentage profit. You can try the idea yourself with the percentage-base explorer.
What are the honest limits?
One-to-one teaching cannot do the practice for you. Progress comes from you working through questions between lessons, and the teacher’s job is to make that practice count.
We cannot promise a grade, and we do not enter you for the exam. A teacher can show you where marks are being lost and how to fix it. What you do with that between lessons still matters most.
How does it work, from enquiry to trial?
- Enquire on WhatsApp. Tell us your syllabus code if you know it (0580 or 0607), your year, and one or two topics that keep going wrong.
- We assign an experienced teacher. We use what you shared to choose a teacher who suits your level and needs.
- The teacher’s rate is confirmed before the lesson. The paid one-hour trial starts from RM80, depending on the assigned teacher’s rate.
- You attend the trial. Bring two or three questions you got wrong, with your working visible. The trial agenda builder helps you plan the hour, and what happens in a trial explains the format.
- After the trial, you and the teacher decide what comes next. Fees, schedules, support and ongoing arrangements are confirmed directly between student and teacher. The post-trial reflection guide gives you questions to ask before deciding.
See how our tuition works for the wider picture, including how to prepare your device and connection.
What do we teach in IGCSE Mathematics?
The syllabus covers number, algebra, graphs, geometry, trigonometry, vectors, probability and statistics. The Mathematics learning guide lays out the whole map and a sensible study order. These modules are where students ask for individual help most:
- Percentages and changing bases, where the base problem above lives.
- Ratio and proportional reasoning, which feeds into scale, speed and similarity.
- Algebraic structure and equations and formulas, the foundation for most later topics.
- Graphs and transformations and coordinate geometry.
- Right-triangle trigonometry, then non-right triangles and bearings.
- Non-calculator strategy for accuracy when the calculator is not allowed.
If you are studying International Mathematics 0607, the investigations, modelling and graphic-display-calculator modules cover the parts that differ. Read the guide to 0580 or 0607 if you are unsure which one is yours.
What does the 9,000+ figure mean for Mathematics?
9,000+ students have been helped through our service, across all subjects. The figure is service-wide, and a per-subject count would say little about what will happen in your own lessons. The trial is better evidence: you see a teacher work on your own mathematics.
Will the teacher explain my reasoning, or just rush through another worksheet?
This is the question we hear most from Mathematics students and parents, and it is a fair one. A lesson built around your reasoning has a recognisable shape.
- The teacher asks you to say your steps aloud while you solve a question.
- They stop at the first line where the reasoning changes, not at the final answer.
- They give you a new example of the same idea, so you can test the correction.
- They leave you with a short list of what to practise, linked to the topic, not a pile of unrelated sheets.
During the trial, watch whether the teacher does these things. The page on choosing a lesson focus shows how to pick two sticking points and bring them to the first hour.
Can I work on specific problems before any lesson?
Some difficulties can be worked on at home first. These short guides cover common ones:
- I lose accuracy when I use a calculator too early
- I cannot choose the right method in a mixed question
- I know a formula but cannot rearrange it
- My bounds answers use the wrong endpoints
The revision route for Mathematics also shows how to build revision around your actual gaps. If a pattern still refuses to shift after that, an hour with a teacher is worth considering.