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IMO (International Mathematics Olympiad) is an international competition for high school students that conducted annually to identify and support the mathematical creativity children in schools across the world. Are you preparing for the International Mathematics Olympiad? Do you worry about how to prepare well for the international competition? If so, we provide some of the best books for IMO preparation. In the heavy competitive world, it is vital to plan appropriately and wisely for the exam. You can find many books and study materials in both online and traditional store. Therefore, it is hard to choose the best books so that we are providing some best books for IMO preparation based on your requirements.
Name of the Subject | Name of the Books | Authors Name | Details |
Logical reasoning | The Official Olympiads’ Book of Reasoning | MTG Editorial Board | This book designed for students appear for Mathematical Olympiad. It has solved example along with detail solution. It also has several practical questions |
A Modern Approach to Verbal & Non-Verbal Reasoning | Dr. R.S Aggarwal | The book contains both verbal and nonverbal reasoning questions with a hint. It boosts your logical reasoning skill | |
Mathematical reasoning | Inequalities: A Mathematical Olympiad Approach | Radmila Bulajich Manfrino, Jose Antonio Ortega, Rogelio Valdez Delgado | It makes you understand both new and old method of algebraic inequality concepts easily |
Functional Equations: A Problem Solving Approach – (Prism Books) | B.J. Venkatachalam | Clear all concepts of functional equation easily | |
Number Theory Structures, Examples, and Problems | Titu Andreescu, Dorin Andrica | It is an excellent book for number theory with examples and problems | |
Everyday mathematics | A Beautiful Journey Through Olympiad Geometry | Stefan Lozanovski | Avail the book online for free to learn everything in Geometry |
Problem Primer for the Olympiads | C.R. Pranesachar, B.J. Venkatachala, and C.S. Yogananda | Helps students to prepare well for IMO | |
Proofs that Really Count (The Art of Combinatorial Proof) | Benjamin and Quinn | Perfect book to learn Combinatorics completely with solved examples | |
Achievers section | Problem Solving Strategies For Efficient And Elegant Solutions (A Resource For The Mathematics Teacher) | Alfred S. Posamentier, Stephen Kruli | Improves your problem-solving skills |
High school Olympiads trigonometry | Art of problem-solving | It helps you solve different levels of trigonometry questions quickly | |
Lecture Notes on Mathematical Olympiad Courses | Xu Jiagu | It helps you gain some in-depth and clear understandings of various mathematical section |
Note: Mathematical reasoning, Everyday mathematics, and Achievers section have the same syllabus but their level of question is quite different.