Train like a champion for the world’s top Junior Math Olympiads Junior Math Olympiads 2024–2025: Mock-Exams & Practice Problems is an excellent training resource designed for students in Grades 8–10 who are preparing for elite junior-level competitions such as: - USAJMO (USA Junior Math Olympiad) - CJMO (Canada) - KJMO (Korea) - JBMO (Junior Balkan Math Olympiad) - OMCC (Central America and the Caribbean) Structure of the Book This book is organized into 12 full-length exams , each carefully constructed to reflect the difficulty, structure, and reasoning style of real Junior Olympiad problems. The problems span all core Olympiad areas — algebra, geometry, number theory, and combinatorics — and are ordered by difficulty within each exam: P1 Two Proven Ways to Use This Book Students can work through the book in two powerful ways: ✅ Mock Exam Mode — Complete each exam in one sitting under timed conditions to simulate contest-day pressure and build endurance. ✅ Ladder Strategy — Train by difficulty level: start with all P1 problems across every exam, then move to P4, P2, P5, P3, and finally P6; this step-by-step progression allows students to build confidence and technique gradually. Learn by Reading. Reflecting. and Recreating it Yourself Every exam includes detailed solutions explaining not just the answer, but the reasoning behind it. And when you get stuck, the book teaches our powerful learning method of Read. Reflect. Recreate. Instead of memorizing solutions, students study the method, reflect on the key idea, and then rewrite the solution from scratch in their own words. This approach builds true conceptual understanding, logical clarity, stronger memory, and exam confidence. If you cannot explain the solution yourself, you haven’t learned it yet. Whether your target is national selection or international competition This book provides the structured, challenging practice needed to prepare for Junior Math Olympiads of varying formats and difficulty levels. Even when competitions differ in structure, the mathematical depth and problem style stay consistent — and this book trains you for exactly that.