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CancelBy starting early, analyzing mistakes deeply, and practicing consistently, students can enter the exam hall with the confidence needed to unlock their full mathematical potential. If you are currently preparing for the exam, let me know: What is the student in?
The Singapore and Asian Schools Math Olympiad (SASMO) is one of the largest and most prestigious math competitions in Asia. Created in 2006, it attracts tens of thousands of students from primary and secondary schools annually. Unlike traditional school exams that test rote memorization, SASMO focuses on non-routine problem-solving, logical reasoning, and creative thinking.
You can find SASMO practice papers on various online platforms, including: sasmo practice papers
Since Section B is worth the most points, dedicate sessions specifically to these 10 questions. Don’t look at the solutions until you’ve spent at least 15 minutes attempting a single problem.
The SASMO is not a "one-size-fits-all" competition. The syllabus is meticulously tailored to each grade level, ensuring that every student is challenged appropriately. By referring to practice papers from your specific grade, you can confirm you are studying the right topics: By starting early, analyzing mistakes deeply, and practicing
Patterns, sequences (e.g., arithmetic sequences), and divisibility.
| Step | Action | Purpose | |------|--------|---------| | 1 | Take first paper without help | Assess baseline strengths/weaknesses | | 2 | Grade strictly using answer key | Identify topic gaps (e.g., weak in combinatorics) | | 3 | Retry incorrect questions without looking at solution | Build persistence | | 4 | Take subsequent papers timed (90 min) | Simulate exam pressure | | 5 | Review speed vs. accuracy – Section C (Qs 16–25) often takes >50% time | Time management training | Created in 2006, it attracts tens of thousands
The Singapore and Asian Schools Math Olympiad (SASMO) is a fantastic competition for building critical thinking and problem-solving skills. But simply doing practice papers isn’t enough. To truly benefit, students need a smart, reflective approach. Here’s how to turn practice papers into a powerful learning tool.
Deductive logic puzzles (e.g., "Who is telling the truth?").
To truly transform your preparation, follow these steps each time you complete a practice paper:
Understanding divisibility rules, prime factorization, and remainders.