Build Mathematical
Thinkers from P1
Structured SMKC and SASMO preparation using the ASC approach. Problem-solving, logical reasoning, and pattern thinking — developed early, when it matters most. Max 5 students per class.
Why Math Olympiad Training Belongs at P1 and P2
Mathematical thinking — pattern recognition, logical deduction, systematic problem-solving — develops most naturally when it is introduced early, before children are conditioned to expect that every math problem has an obvious algorithmic solution. P1 and P2 is the ideal window because children at this age are still naturally curious about how numbers work, and have not yet developed the habit of reaching for a formula rather than thinking through a problem.
SMKC and SASMO at the P1–P2 level test exactly these thinking skills — not rote computation. A child can score full marks in a school math test and still struggle with an Olympiad problem that asks them to count all the ways to arrange three coloured tiles. These are different skills, and they require deliberate training.
The ASC approach used in this programme — moving from Abstract to Symbolic to Concrete representations — is particularly effective at P1–P2 because it meets children at the concrete, tactile level where they naturally understand best, then builds toward abstract reasoning progressively. It is how mathematical intuition is built, not drilled.
SMKC
Singapore Mathematical Kangaroo Competition — most accessible Olympiad entry point for P1–P2
SASMO
Singapore and Asian Schools Math Olympiad — open-ended questions that reward mathematical reasoning over speed
≤5
students per class — every child's reasoning is observed and challenged, not just the fastest finisher
Signs Your P1–P2 Child Is Ready for Olympiad Training
Readiness is about curiosity and challenge-seeking, not grades.
School math feels too easy
Your child finishes class work quickly, asks for more problems, and seems under-challenged by the standard MOE curriculum at P1 or P2.
Competition problems feel completely different
Olympiad questions do not look like school questions. Children who are strong in class can be stumped by a well-crafted competition problem — because it requires a different kind of thinking.
No structured pathway for competitive math at P1–P2
Most enrichment options for young children are generic. There is very little structured, small-group preparation specifically for P1–P2 Olympiad competitions in Singapore.
Introducing competition too early backfires
Pushing a young child into competitions without proper preparation — and then having them perform poorly — can damage their relationship with math. The right preparation builds confidence, not anxiety.
Olympiad skills are not revision skills
You cannot prepare a child for Math Olympiad by doing more school revision. The skills tested — logical deduction, pattern recognition, combinatorics — require specific, deliberate training that school does not provide.
Programme Coverage — P1 & P2 Olympiad
Abstract, Symbolic, Concrete — aligned to SMKC and SASMO problem formats
Number Patterns and Sequences
Identifying and extending number patterns, odd and even relationships, skip counting with reasoning
Logical Reasoning
Systematic thinking, process of elimination, if-then deduction in age-appropriate contexts
Spatial Reasoning
Shape counting in composite figures, symmetry, folding and unfolding problems
Counting and Combinatorics
Organised counting strategies, systematic listing, finding all possible cases without missing any
Model Drawing for Olympiad
Applying bar model thinking to non-routine word problems at Olympiad difficulty
SMKC-Style Problems
Multiple-choice Olympiad problems — identifying traps, reasoning under time constraints
SASMO-Style Problems
Open-ended Olympiad problems with working shown — method over answer
Number Theory Foundations
Divisibility patterns, odd and even arithmetic, remainders — introduced conceptually
Age-Appropriate Algebra Thinking
Unknowns expressed as missing numbers in equations — intuitive pre-algebra reasoning
What Parents Say About Ms Elaine
Ms Elaine is a gem! She takes the time to understand each student's learning style and adapt accordingly. Because of her guidance, my son has improved tremendously in his Math grades. A huge thank you, Ms Elaine!
Ellysa poh
Teacher Elaine is really a diamond amongst tuition teachers. She goes the extra mile to help my daughter when she had difficulty loving math due to her school's math teacher in P5 and teacher Elaine helped her to love the subject so much that she is now asking me to sign her up for year end math to learn more before school lessons. My daughter is now much more confident and does not delay doing her math homework. I am really deeply appreciative of all the hard work and support teacher Elaine has put in to change our lives.
Catherine Chan
Frequently Asked Questions
Does my child need to be gifted to join the Olympiad programme?
No. The MathArchery Olympiad programme is designed for curious, enthusiastic learners — not only those who have already demonstrated exceptional ability. Mathematical thinking skills are developed through practice and exposure. Children who enjoy challenges and puzzles tend to thrive here, regardless of their school grades.
What competitions does this programme prepare students for?
The programme is aligned to SMKC (Singapore Mathematical Kangaroo Competition) and SASMO (Singapore and Asian Schools Math Olympiad) at the P1–P2 level. These are the most accessible entry points for young students into competitive mathematics in Singapore. The skills developed also carry forward to higher-level competitions as students progress.
What is the ASC approach used in this programme?
ASC stands for Abstract, Symbolic, Concrete — a pedagogical approach that presents mathematical concepts at multiple levels of representation. Young learners engage with problems through concrete manipulatives first, then symbolic notation, then abstract reasoning. This builds genuine understanding rather than surface-level pattern matching, which is essential for Olympiad-style problems that cannot be solved by memorised procedures.
Is the Olympiad programme separate from regular MathArchery tuition?
Yes. The Olympiad programme is a separate enrolment from regular P1 or P2 tuition. Some families enrol their child in both — the regular class builds MOE syllabus competency, the Olympiad class develops higher-order problem-solving. Message us to discuss which combination fits your child's goals and schedule.
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Give Your Child a Mathematical Thinking Edge
Message us to check current availability and find out if the programme is the right fit for your child's level and goals.