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Best Math Tuition Singapore

Math Tuition in Singapore for Preschool, Primary & Secondary Students

Matrix Math offers MOE-aligned math tuition in Singapore from K1 to Secondary 4. Using the Matrix Method in every lesson, a five-step thought process that we have refined since 2008, we guide students to turn problem sums into clear and repeatable steps.

With small class settings, your child learns how each method works and which one to use, practises under the guidance of a teacher, and builds confidence to tackle exam-style questions.

18 Years of Experience
Research-Driven Math Programmes
12 Centres Islandwide

Explore Our Math Tuition Programmes in Singapore

From the first story sums in K1 to the national exam in Secondary 4, every programme at Matrix Math follows the MOE syllabus for its level and uses the same Matrix Method. This helps your child build on one consistent way of thinking as math gets more challenging.

Preschools vary widely in how much math children are introduced to. Preschool children should be prepared for Primary 1, where math is more than counting. In the upcoming Primary 1, children must read a short story, picture what is happening, and decide what to do. This is why our Preschool Math programme starts with a free diagnostic test, then closes knowledge gaps and builds reasoning through stories, pictures, and hands-on activities to sharpen math skills in classes of up to 4 children.

Many children calculate well but get stuck on problem sums. As questions become longer and less routine, a gap left in an early topic such as fractions can often show up later in ratio and percentage. We teach heuristics, model drawing, and the Matrix Method to help your child reason through a question independently in small classes of mostly 6 students.

Upper primary is where most children face difficulty with problem sums. In Primary 5, we focus on strengthening your child’s skills in fractions, decimals, percentages, and volume. These are important topics to master before the PSLE year or Primary 6, where ratio, average, algebra, and circles are introduced. Through our structured programme, we start by ensuring a strong foundation and proceed to introduce new concepts, with focused practice on PSLE-style questions that help your child handle familiar concepts set in unfamiliar ways.

As your child starts Sec 3, they begin learning A Math with surds, logarithms, and new trigonometry. Finally, in Sec 4, every mark counts. To help your child understand how to use each method, we offer G3 classes of up to 8 students that follow the SEAB syllabus. Your child can practise with guidance, then tackle exam-style questions with notes and a video explanation for each week’s homework.

Is Your Child Finding Math Challenging?

Many parents share the same concern. Often, the issue is not the lack of effort, but the wrong approach and gaps left in earlier topics that tend to show up later in harder questions.

What Parents Often Notice

How Matrix Math Helps

Why Parents Choose Matrix Math for Math Tuition

Matrix Math teacher explaining a bar model problem sum to a small primary math class
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A Structured Problem-Solving Approach

The Matrix Method sorts heuristic problem sums into types, then gives your child a five-step process to tackle them: record the data, establish a common base, identify the value, solve one unit, then read the question again. This gives your child a clear place to start for every problem, even when a question looks unfamiliar.

Primary students working on math practice papers in a small-group at Matrix Math
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Small-Group Learning

Preschool classes have up to 4 children, most primary classes have 6 regular students, and secondary classes have up to 8. We believe that small groups help every child to learn optimally and have their whole work checked by the teacher thoroughly instead of just the answer. This helps spot gaps early before they carry into the next topic.

Young students working out a number pattern together on the whiteboard at Matrix Math
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Support for More Independent Learning

Our teachers are trained to encourage students to think critically instead of simply telling them the right answers. Between lessons, we share a weekly synopsis to keep parents updated. Moreover, students can revisit topics independently through review videos on our self-learning portal and the Matrix Math app.

Our Math Tuition Fees in Singapore

Lessons are held weekly and fees are charged per term of 10 lessons. The 2027 term fees below are nett and take effect from 23 November 2026.

Preschool (K1–K2)

From $550

per 10-lesson term
1.5-hour weekly lessons

Primary (P1–P6)

From $560

per 10-lesson term
2-hour weekly lessons

Secondary (Sec 1–4)

From $690

per subject, per 10-lesson term
2-hour weekly lessons

Fees vary by level and may vary by centre. Please contact your preferred centre to confirm fees and class availability.

About Matrix Math

Matrix Math takes pride in how we innovatively approach math education for primary math tuition, secondary math tuition, PSLE revision, and O Level. Originally developed in 2008, our Matrix Method has undergone continuous refinement. Our experienced team of math specialists conduct extensive research, ensuring our programme remains in line with the MOE syllabus and addresses the most commonly tested concepts in schools.

Our Lead Programme Manager

Matrix Method Jason Hiak

Jason Hiak

An alumnus of Nanyang Technological University with a degree in Accountancy, Jason furthered his education with a Master’s from Manchester Business School.

As a Registered Chartered Accountant, Jason combines his deep analytical skills with over 20 years of teaching experience in Mathematics, specialising in primary school math.

His expertise and dedication have made him a key figure in shaping the curriculum and nurturing young minds at Matrix Math.

18 Years of Growing with Our Students

For 18 years, Matrix Math has supported students across different stages of their Math learning journey.

Our students reunite to share their gratitude and fond memories of their journey with us. Many have been part of Matrix Math from primary school through Secondary 4. Their stories highlight the encouraging learning culture and supportive environment we provide, which sets us apart as a leading provider of math tuition in Singapore. At Matrix Math, we inspire a love for problem-solving and foster confidence, helping students excel in their learning journey.

Discover Our Students' Success Stories

Hear What Parents Say About Our Tuition Centre

Find a Matrix Math Centre Near You in Singapore

FAQs About Math Tuition in Singapore

Math tuition provides the additional support that some students may need on top of school. In schools, the attention of the teacher is divided across a class of 40 students. This means that the pace of learning in such a big group may not necessarily be optimal in achieving your child’s academic potential. With Math tuition, foundations are reinforced and learning gaps are bridged. There will also be greater exposure to enhance the mastery of the subject.

Our classes are conducted in a small group of 6. Our curriculum follows the syllabus as stipulated by MOE. Lessons are structured, with topical lessons being taught with guidance as well as a chance for students to assess their own learning through practice questions. We also provide complimentary online review lessons each week to cover the practice questions assigned. This allows for reinforcement of concepts through the additional support.

Our tutors are trained to carry out the lesson in a way that is consistent across all our centres. We use the same materials so that only the most effective methods are delivered with deviations in teaching methods minimised.

We offer hybrid classes, which means that your child gets the flexibility of attending both on-site as well as online. The teacher will be conducting the same lesson to students both on-site and online, delivering effective lessons without compromising on quality.

Matrix Math stands out with its heuristics-based learning approach, which helps students develop strong problem-solving skills rather than relying on rote memorization. We focus on conceptual understanding, ensuring students grasp the “why” behind mathematical principles for deeper learning. Our dedicated and experienced teachers provide personalized guidance, helping students gain confidence and excel. With a proven track record of results, many students show significant improvement in both their grades and problem-solving abilities after joining our programme.

Math Tips and Tricks

Valuable tips and tricks ranging from strategies to combat stress as exams approach to learning effective techniques for enhancing formula memorization.

Is Scoring Above 90 Marks Very Difficult for PSLE Math?

16 September 2026

BY: Jason Hiak

Is Scoring Above 90 Marks Very Difficult for PSLE Math? | Matrix Math For many students, understanding the PSLE Mathematics syllabus is one thing. Consistently scoring above 90 marks can be another challenge entirely. A recent Lianhe Zaobao feature explored whether Primary School Math in Singapore is becoming more difficult. Matrix Math® was invited to contribute to the discussion, with Matrix Math® Director Jason Hiak (郝大吉) sharing his perspective on how the syllabus and examination landscape have evolved. The key difference may not be that students are learning significantly harder Mathematics. Rather, they are increasingly expected to interpret, reason and apply familiar concepts in unfamiliar situations. Has Primary School Math Become Harder? The Primary Mathematics syllabus has undergone several changes over the years, including adjustments to when certain topics are introduced. For example, Ratio and Average are now introduced in Primary 6 instead of Primary 5, while other topics have been moved to earlier levels. These adjustments can change how much time students have to master different concepts. Jason notes that the lighter Primary 5 syllabus can give students more time to strengthen important foundations such as Fractions, Decimals, Percentage and Volume before progressing to Primary 6. However, syllabus changes alone do not fully explain why examinations may feel more challenging. Your browser does not support the video tag. Matrix Math® · matrixmath.sg Matrix Math® Director Jason Hiak discusses changes to the Primary Mathematics syllabus and how assessment has evolved. Why Is Scoring Above 90 So Difficult? One of the biggest changes is how familiar concepts are tested. Students may already know all the Mathematics required to solve a question, but the question may be presented using: unfamiliar wording; a different diagram or context; limited information; or several concepts combined in one problem. Students therefore have to determine what the question is testing before they can decide how to solve it. This is where the difference between memorising a method and genuinely understanding a concept becomes important. A student who has practised many similar questions may quickly recognise a familiar format. But when that format changes, the student must rely on understanding rather than recognition. Your browser does not support the video tag. Matrix Math® · matrixmath.sg Using a 2025 PSLE Math question involving overlapping equilateral triangles, Jason explains how familiar Mathematics can become challenging when presented differently. Knowing the concept is only the first step. Students must also recognise when and how to apply it. — Jason Hiak, Programme Manager, Matrix Math® Knowing the Method Is No Longer Enough Practice remains essential for PSLE Math. However, effective preparation should go beyond repeatedly completing similar questions. Students should also learn to ask: What concept is being tested? What information is important? Why does this method work? Can I apply the same concept if the question looks completely different? This is particularly important for students aiming for the highest scores. The difference between a good score and an excellent score may come down to whether a student can confidently handle the few questions that require greater interpretation and reasoning. Strong Foundations Still Matter Most The ability to tackle unfamiliar questions starts with strong fundamentals. Take Fractions and Percentage as examples. Students may know the individual procedures involved, but more complex questions often require them to recognise the relationship between different quantities before deciding which procedure to use. At Matrix Math®, our curriculum development team therefore focuses not only on teaching students how to solve a question, but also helping them understand why the solution works. Students are exposed to different variations of the same underlying concept so that they become less dependent on memorising specific question formats. Why Are Challenging Questions Included? The Lianhe Zaobao feature also explored the concerns of parents, some of whom feel that Primary School Math questions have become increasingly difficult to support their children with. MOE’s position, highlighted in the feature, is that challenging questions are designed to assess whether students can apply Mathematics in less familiar situations. These questions form only part of the overall paper. The challenge, therefore, is not necessarily that students are being asked to learn Mathematics beyond the Primary School syllabus. Instead, they may be asked to use Primary School Mathematics at a deeper level. Your browser does not support the video tag. Matrix Math® · matrixmath.sg The broader discussion looks at parental concerns, tuition, and why challenging PSLE Math questions are included. So, Is Scoring Above 90 Marks Difficult? It can be. But the difficulty does not necessarily come from learning more advanced Mathematics. For students aiming above 90 marks, the greater challenge is often being able to: recognise concepts in unfamiliar situations; interpret information accurately; connect different ideas; choose an appropriate strategy independently; and remain flexible when a familiar method is not immediately obvious. A student may know how to calculate. A stronger mathematical thinker understands when, why and how to apply that calculation. At Matrix Math®, our goal is to build that understanding by strengthening students’ foundations and developing systematic problem-solving skills that prepare them for both familiar and unfamiliar questions. Math Made Simple. Watch the Full Lianhe Zaobao Feature This article highlights Matrix Math® Director Jason Hiak’s contribution to the discussion. For the complete feature—including perspectives from parents, educators and MOE—watch the original video on Lianhe Zaobao. Watch the Full Feature on Lianhe Zaobao → Want to see how Matrix Math® helps students build this kind of exam-ready reasoning? Contact us today to learn more.

The 9 Places Primary 3 Children Get Long Division Wrong

04 September 2026

BY: Jason Hiak

Your child can do the times tables. So why is long division still going wrong? If you have watched your Primary 3 child work through a page of long division, you have probably seen the same thing happen more than once. They get the first few right. Then one goes wrong, and when you check the working you cannot tell where it broke. The next day they make a completely different mistake. It is easy to conclude that your child is weak at maths. Usually that is not what is happening. Long division is not one skill. It is four, and they arrive in the same lesson. Your child has to work out how many times the divisor fits, multiply, subtract, and bring the next digit down — while keeping every digit in the right column. Then, before that is secure, the questions turn into word problems, and two more skills arrive on top. Most children do not fail long division because it is hard. They fail because too much arrived at once, and nobody separated it out. Every cycle runs all four steps. Miss one and the answer breaks. Before you start: a 30-second check There is one thing that has to be in place first. Ask your child these three questions. Each answer should come back in about three seconds. What is 7 × 4? How many 4s in 28? What is 52 − 48? The second question is the one that catches people out. It is a multiplication fact read backwards, and long division only ever asks for it backwards. A child who can recite the four times table forwards but has to think about “how many 4s in 28” will lose their place halfway through a column. If any of the three is slow, hesitant or wrong, work on that first. Long division will not fix it. It will hide it. Why more practice usually does not help The instinct, when a child keeps getting long division wrong, is to give them more long division. More worksheets, more questions, more practice. This rarely works, and the reason is simple. A mixed worksheet gives your child twenty questions that each require four skills. When they get one wrong, neither of you learns anything, because you cannot see which of the four broke. You mark it wrong, they try again, and the same thing happens next week. What works is separating the skills, then testing them one at a time. That is what the nine worksheets below do. Each one introduces exactly one new idea and nothing else. When your child gets stuck, you know which rung they are standing on. The nine places it goes wrong The full ladder. Each worksheet adds one new idea and nothing else. 1. Two-digit ÷ one-digit — the four steps, run once The whole method in a single cycle. Divide, multiply, subtract, bring down, and stop. What goes wrong: the answer digit ends up in the wrong column, usually shifted one place left. Every answer digit must sit directly above the digit it came from. Download Worksheet 1 — Two-Digit Division (PDF) ↓ 2. Three-digit ÷ one-digit — repeating the cycle Now the cycle runs three times instead of once, and your child has to hold their place while doing it. What goes wrong: they run the cycle twice, then copy the last digit down instead of dividing it. A three-digit number needs the cycle three times, once for every digit. Download Worksheet 2 — Three-Digit Division (PDF) ↓ 3. When the first digit is too small In 213 ÷ 3, the 2 cannot be divided on its own. It joins the 1, and the answer has two digits instead of three. What goes wrong: they force a digit above the 2 anyway and write 071, or put a 0 there. Nothing goes above that digit at all. Download Worksheet 3 — First Digit Too Small (PDF) ↓ 4. Zero in the answer 408 ÷ 2 = 204. Not 24. What goes wrong: they divide, get nothing, and move straight on without writing the 0. This is the single most common wrong answer in the whole topic, and because it is usually mixed in among other questions, nobody notices it is a specific, fixable error. Download Worksheet 4 — Zero in the Answer (PDF) ↓ The zero is easy to skip because nothing visibly happens at that step. 5. Division with remainder Something is left over, and the answer stops being a single number. What goes wrong: they leave a remainder bigger than the divisor — writing 5 R 6 for a division by 4. That always means the last answer digit was too small. Download Worksheet 5 — Division with Remainder (PDF) ↓ 6. One-step word problems Now they have to read a story and decide what to divide before any of the method matters. What goes wrong: “shared with 3 friends” means four people, not three. They divide by the number of friends and forget to count the child doing the sharing. Download Worksheet 6 — One-Step Word Problems (PDF) ↓ 7. Two-step word problems Add or subtract first, then divide. What goes wrong: they divide the first number they see. Given 246 stamps and 132 more, shared into 3 albums, they divide 246 by 3 and never add the 132. Download Worksheet 7 — Two-Step Word Problems (PDF) ↓ 8. Remainder in context The division is ordinary. The question decides which half of the answer is wanted. What goes wrong: asked how many are left over they give the number of groups, and asked how many groups they give the leftover. Same working, opposite answer. Download Worksheet 8 — Remainder in Context (PDF) ↓ 9. Filling one more group The hardest one, and the one that separates children who understand from children who have memorised. What goes wrong: “packed into 4 bags” and “packed into bags of 4” look almost identical and need different methods. In the

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