Problems and Solutions in Mathematical Olympiad: High School 1 by Bin Xiong – A Complete Resource for Indian Olympiad As

Introduction

For Indian students aiming to excel in mathematics competitions, the journey from classroom concepts to olympiad-level problem solving can be challenging. 'Problems and Solutions in Mathematical Olympiad: High School 1' by Bin Xiong offers a structured pathway to bridge that gap. This hardcover volume, part of a celebrated series edited by the head coaches of China’s IMO National Team, brings world-class training methods to your study desk. Whether you are preparing for the International Mathematical Olympiad or strengthening your foundation for engineering entrance exams, this book provides the rigorous practice and insightful solutions that build true mathematical maturity.

Book Overview

This volume is tailored for high school students at the first level of olympiad preparation. It systematically introduces key topics, starting from basic concepts and gradually advancing to competition-level problems. Each chapter is packed with carefully selected problems, including real exam questions from past olympiads. The hallmark of this book is its detailed solutions, many contributed by members of China’s national training team and IMO gold medalists. These solutions not only show the correct answer but also reveal the thought process behind each step, helping students develop problem-solving intuition. Published by World Scientific Publishing Company, this edition is printed in clear, reader-friendly English and is ideal for self-study or guided coaching.

Key Highlights

• Expert Authorship: Written by Bin Xiong, a senior coach of China’s IMO National Team, with solutions from national team members.
• Grade-Appropriate Content: Aligned with the cognitive and intellectual development of high school students, ensuring gradual progression.
• Real Competition Problems: Includes authentic problems from national and international olympiads for authentic practice.
• Award-Winning Series: The Chinese edition was recognized as one of the Top 50 most influential educational brands in China.
• Hardcover Durability: A sturdy hardcover binding that withstands frequent use during intense study sessions.

Inside the Book

Each chapter opens with a clear introduction to core concepts and methods, then moves into a rich collection of problems arranged by difficulty. The solutions section is particularly valuable: it offers multiple approaches to the same problem, encouraging flexible thinking. You will find step-by-step reasoning, algebraic manipulations, geometric constructions, and combinatorial insights. The book covers all hot topics in olympiad mathematics, from number theory and algebra to geometry and combinatorics. Selected problems come with fully worked-out answers, while others challenge you to apply the techniques learned. This balance of guidance and independent practice is what makes the book a trusted companion for serious aspirants.

Key Topics

• Algebra: Polynomials, inequalities, functional equations, and sequences.
• Number Theory: Divisibility, modular arithmetic, Diophantine equations, and prime numbers.
• Geometry: Triangles, circles, cyclic quadrilaterals, and geometric transformations.
• Combinatorics: Counting principles, pigeonhole principle, and graph theory basics.
• Problem-Solving Strategies: Induction, contradiction, invariants, and extremal principles.

Reader Benefits

By working through this book, you will gain the confidence to tackle even the toughest olympiad problems. The structured approach helps you identify patterns, avoid common pitfalls, and develop a systematic method for breaking down complex questions. You will learn from the best—solutions from I medalists show you how top performers think. The book also strengthens your foundation for competitive exams like JEE Advanced, ISI, and CMI, where advanced problem-solving is key. Moreover, the hardcover format ensures your copy lasts through years of revision and reference.

Learning Outcomes

• Master core olympiad topics across algebra, number theory, geometry, and combinatorics.
• Develop the ability to solve non-routine problems with clarity and precision.
• Understand multiple solution pathways and choose the most efficient one.
• Build mental stamina and speed required for timed competitions.
• Gain exposure to the thinking patterns of national and international medalists.

Who Should Read

This book is ideal for high school students in grades 9 to 11 who are preparing for mathematical olympiads at the national and international level. It is also highly beneficial for teachers and coaches looking for a rich source of problems and model solutions. Students targeting the Indian National Mathematical Olympiad (INMO), Regional Mathematical Olympiad (RMO), or similar contests will find the content perfectly aligned with their needs. Even self-learners passionate about mathematics will enjoy the intellectual challenge and depth this book offers.

About the Author

Bin Xiong is a distinguished mathematics educator and senior coach of China’s IMO National Team. With decades of experience training young mathematicians, he has helped shape some of the brightest minds in the field. His deep understanding of olympiad-level problem solving and his ability to present complex ideas in an accessible way make him a trusted author for students worldwide. This book reflects his commitment to nurturing mathematical talent through rigorous, yet engaging, content.

About the Publisher

World Scientific Publishing Company is a leading international academic publisher with a strong reputation for high-quality science and mathematics books. Based in Singapore, they collaborate with top researchers and educators to produce authoritative texts used in universities and schools globally. Their commitment to excellence ensures that every book, including this one, meets the highest standards of accuracy, clarity, and production quality.

Conclusion

'Problems and Solutions in Mathematical Olympiad: High School 1' is more than just a problem book—it is a mentor in hardcover form. It guides you step by step from foundational knowledge to olympiad mastery, with insights from champions who have walked the same path. If you are serious about excelling in mathematics competitions and want a resource that combines depth, clarity, and proven methodology, this book deserves a prime spot on your shelf. Order your copy from Bookshops.in today and take a decisive step toward mathematical excellence.