Get past the wording.
Interpret a passage, follow a Science explanation or work out what a Maths problem is asking. The skill is to identify the meaning, not just recognise the vocabulary.
Understand • model • reason
Help your child understand the Maths—and the question.
Singapore Math classes for students in Malaysia. We explain the concepts, practise different kinds of problems and teach the English needed to understand what a question is asking.
WhatsApp us ↗Online across Malaysia · WhatsApp us for class times and fees
Singapore English and Maths · useful in your child’s current school tooREAD WITH UNDERSTANDING EXPLAIN A LINE OF THOUGHT APPLY IT IN A NEW SETTING
Your child can use these skills wherever they study.
You do not have to be planning a move to Singapore to benefit from Singapore English or Maths. A child who reads more accurately, explains an idea clearly and can tackle an unfamiliar problem has useful skills for their present schoolwork—and for the next stage.
Show why an answer makes sense.
Use evidence in an English response, connect ideas in an essay or explain a mathematical method. Clear reasoning matters across subjects.
Cope when the question changes.
Choose a method, adapt a sentence or test an interpretation instead of depending on a memorised question pattern.
We choose practice that helps with your child’s KSSR, KSSM, Cambridge, IGCSE or IB schoolwork, then stretch the skills they are ready to develop.
Why Singapore learning? · PISA 2022Internationally recognised.
Internationally recognised.
Grounded in deeper thinking.
Singapore placed first among participating countries and economies in all three PISA 2022 subjects. The OECD assessment looks at how 15-year-olds apply knowledge and skills.
Source: OECD PISA 2022 · National results for Singapore.
What we’ll work on in class
Build conceptual understanding
Connect numbers, operations and relationships before applying procedures. Identify gaps through an initial review.
Make thinking visible
Use bar models, diagrams and suitable representations to unpack word problems and choose a strategy.
Reason through unfamiliar problems
Compare methods, justify steps and check whether an answer makes sense. Build precision with English mathematical vocabulary.
Prepare for the next challenge
Progress to timed problem solving and route-specific scholarship practice when the foundation is secure.
The scholarship trackExplore scholarship preparation →
From regular classes to scholarship preparation
01 / BUILD
English + Math
Close gaps in language, concepts and reasoning.
02 / FOCUS
Choose a target route
Review school level, goals and provider requirements.
03 / PREPARE
Tests + communication
Develop timed practice and interview readiness where relevant.
Considering a different scholarship?
MOE ASEAN and UOB FutureGen have different entry routes. We have a preparation page for each.
The SLC Singapore Math approachFrom secure skills
01 / UNDERSTAND 02 / RECOGNISE 03 / REASON
From secure skills
to scholarship-ready thinking.
Understand a method. Recognise its structure in a new form. Then connect several ideas to solve a less familiar problem. This is how SLC builds depth beyond repeated exercises.
Build the foundation.
Make each step clear and explain why it works.
Worked example
x² + 6x − 7 = 0
Complete the square:(x + 3)² = 16
Take both square roots:x = 1 or x = −7
Ask: Why do we need both +4 and −4?
Spot the same structure.
Apply a familiar idea when the question changes form.
Transfer the pattern
x² − 8x − 9 = (x − 9)(x + 1)
Now solve x⁴ − 8x² = 9.Let y = x².
Then (y − 9)(y + 1) = 0.Real solutions: x = ±3
Ask: Why does y = −1 give no real value of x?
Connect more than one idea.
Bring algebra and number properties together.
Think deeper
x² + 28x − p = 0
p is prime; both roots are integers. Their product is −p and their sum is −28.Roots: 1 and −29
So p = 29, and(x − 1)(x + 29) = 0.
Ask: How does knowing p is prime restrict the factors?
Conceptual understanding→Pattern recognition→Flexible, independent reasoning
SLC classroom examples · Secondary Maths
The language inside the MathsKnow the formula.
READ → INTERPRET → SOLVE 01 02 03 04
Know the formula.
Understand the question.
A challenging problem sum can test English comprehension as well as Mathematics. A student may know the calculation but misread a keyword, miss a condition or answer a different question.
Bridge the language gap.
For many learners studying mainly in Chinese, unfamiliar English mathematical language can get in the way of showing what they know. SJKC and Chinese-school students may need explicit support with these terms as they move into English-language problem solving.
SLC teaches the language alongside the concept: unpack the phrase, restate the situation, identify the relationships and choose the calculation. Students then use the term in varied problems, so understanding transfers beyond a vocabulary list.
per annum per yearprincipal original amountinstalment one payment in a seriesremainder amount left over
What does “per annum” change?
Find the simple interest on RM1,000 at 2% per annum for 15 months.
- Translate the rate. “Per annum” means per year.
- Match the time unit. 15 months = 15 ÷ 12 = 1.25 years.
- Calculate the interest. RM1,000 × 0.02 × 1.25 = RM25.
- Check what was asked. Interest is RM25; the total amount would be RM1,025.
A 15-month period is not 15 years. And “interest” is not the same as “total amount”. Careful reading changes the answer.
Decode the wording
Clarify terms, units and comparison phrases.
Restate the meaning
Say what is known and what must be found.
Model the relationships
Use a diagram, table, equation or bar model.
Solve and check
Check units, conditions and the requested quantity.
The academic gap · MathematicsDifferent learning journeys.
MALAYSIA · KSSR / KSSM SINGAPORE · TARGET ROUTE An illustrative starting task An illustrative extension 01 02 03
Different learning journeys.
A bridge to the next challenge.
KSSR is Malaysia’s primary curriculum; KSSM is its secondary curriculum. A move towards Singapore learning or scholarship selection may require a different topic sequence, more English-language fluency or greater depth in unfamiliar tasks. We assess the learner to find the actual gap.
Your child’s current foundation
Your child may already know the calculation but find the English wording or an unfamiliar question difficult. We begin by finding that missing step.
The next set of demands
Read a longer question, decide which information matters and connect several steps without being told which formula to use.
Can I use a familiar method?
Calculate a fraction or ratio. Apply a method when the steps are clear.
⅘ − ⅗ = ⅕
Can I choose and explain a method?
Interpret a word problem, represent the relationships and connect several steps.
A tank goes from ⅗ to ⅘ full after 120 L is added.
What is its capacity?
What is its capacity?
Make the relationship visibleSame fraction knowledge.
Same fraction knowledge.
A less familiar question.
The extra ⅕ represents 120 L. Five equal parts represent the whole tank: 5 × 120 = 600 L.
5 equal parts = 600 litres
Choose a representation → reason → check
Read precisely
Identify what changes, what stays fixed and what the question asks.
Represent relationships
Use a model, diagram, table or algebra where suitable.
Reason and transfer
Explain the steps, check the result and try a changed version.
One problem is a start.
Transfer is the goal.
Meet different structures.
Explore varied topics, question types and combinations of concepts rather than repeat one format.
Change the conditions.
Alter a quantity, reverse the unknown or introduce another step. Learn what changes and what still applies.
Understand the error.
Distinguish a reading error from a conceptual gap, a strategy problem or an unchecked calculation.
UNDERSTAND
Read the situation and identify relationships
REPRESENT
Choose a model, diagram, table or algebra
TRANSFER
Explain, verify and solve a changed problem
Preparation starts at the learner’s level. Scholarship work can build from primary foundations towards lower-secondary reasoning or relevant upper-secondary and Additional Mathematics, depending on the target route.
See the full scholarship preparation pathway →The SLC added advantage01 / DIAGNOSE 02 / MAKE THINKING VISIBLE 03 / VARY THE PRACTICE 04 / COORDINATE SUPPORT
Help your child understand how to get there.
When your child gets an answer wrong, we look at why. Then we explain the missing step, practise it together and try a fresh question.
Since 2016A decade of SLC learning
Singapore-ledCurriculum and academic guidance
Former MOE educatorsExperience within the teaching and curriculum team
One shared planTeachers, specialists and Academic Strategists
Find the gap behind the mark.
A good school score is a starting point. We look at how the student reads a new question, chooses a method, explains an answer and responds under time pressure.
Watch it. Try it. Explain it.
Teachers model a thought process, then guide practice and gradually remove support. Students explain their reasoning so misconceptions can be addressed.
Try it another way.
Try different ways of asking the same idea. Come back to earlier mistakes and practise using the skill in a new question.
Teachers who work together.
Through our LEAP framework, teachers combine clear explanations, engaging practice, steady encouragement and lesson planning. They work with curriculum specialists to help your child move forward.
Guidance for the whole journey.
Our teaching and curriculum team includes former MOE scholars and current and former MOE educators. Teachers work together to spot what your child needs, plan the lessons and follow up on progress.
Questions we often hear
Can my child join from SJKC?
Yes. We review mathematical understanding and the ability to read problems in English, then recommend a suitable starting point.
Is Singapore Math the same as KSSR or KSSM?
Singapore Math adds more practice in representing a problem, connecting ideas and explaining a solution. Your child can use these skills alongside KSSR or KSSM schoolwork.
Can Math support a scholarship application?
Yes. Strong concepts, accurate reading and flexible problem solving support MOE ASEAN and UOB FutureGen preparation. We add targeted test practice as the application approaches.
Do we need to be planning to study in Singapore?
No. Students can use Singapore English and Maths to build stronger understanding and reasoning while staying in their current school. We review the learner’s KSSR, KSSM, international-school or other curriculum before recommending suitable practice.
You may also be considering
Our learning community
Students we’ve taught come from these schools
Across Malaysia’s school systems. Across borders.
Malaysia and beyond
We also teach students from these countries.
In the spotlight
As featured in
SLC in the media and parenting community.
A strong foundation now. Recognised study options later.
English and mathematical reasoning support far more than one entrance test. They help students handle advanced study, scholarship applications and the academic work they may encounter at university.
O-Level / SEC study
Build the English and reasoning skills needed for pre-university study, including longer reading, independent work and clear explanations.
A-Levels and international access
Singapore-Cambridge GCE A-Levels are recognised by universities outside Singapore. Oxford lists them as an accepted qualification; Cambridge publishes Singapore-specific entry requirements. Cambridge International A-Levels are also recognised by many universities.
A strong O-Level or SEC foundation can lead into A-Levels and university study. Good subject choices, strong results and clear written and spoken English help your child prepare for that next stage.
Start with a conversation
WhatsApp us ↗What does your child need help with?
WhatsApp us your child’s school year and what they find difficult. We’ll help you choose a class.