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 critical thinking.
This comprehensive guide explores how SASMO practice papers can transform your preparation strategy, how to analyze the unique exam structure, and how to utilize these resources to secure a top tier medal. Understanding the SASMO Blueprint
Because SASMO is a competition, students skip the first 5-10 easy multiple-choice questions. This is fatal. Easy questions are your point anchors. Use practice papers to practice speed on simple topics. sasmo practice papers
| 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 |
: You can access a 2019 full set of Past Year Papers for Grades 2 through 12. The Singapore and Asian Schools Math Olympiad (SASMO)
The SASMO competition consists of a single 90-minute paper with 25 questions, divided into two distinct sections. Question Type Number of Questions Penalty for Wrong Answer Multiple Choice 2 points each Section B Non-routine (Integers) 4 points each
This article provides a comprehensive guide to understanding, finding, and maximizing SASMO practice papers, offering a roadmap to achieving gold-level results. What are SASMO Practice Papers? This comprehensive guide explores how SASMO practice papers
Algebraic word problems and simultaneous equations (for older grades) Speed, distance, and time problems 2. Geometry Area and perimeter of composite shapes Angles in triangles, polygons, and parallel lines Spatial visualization and 3D cube counting