Unlike many advanced math books, this resource provides step-by-step explanations for its practice problems.
Rajeev Manocha is a recognized author and coach specializing in mathematical competition prep. His books, published by , are designed to bridge the gap between standard school curricula and the non-routine problem-solving required for Olympiads.
Basics of divisibility, modular arithmetic, and prime numbers.
Advanced Euclidean geometry and classical constructions.
Recent editions include solved papers from 2016–2019, providing insight into actual exam patterns and recurring themes.
Problems are often categorized into Level 1 (focusing on RMO) and Level 2 (focusing on INMO).
Mastering tools like the Cauchy-Schwarz and AM-GM inequalities.
Unlike many advanced math books, this resource provides step-by-step explanations for its practice problems.
Rajeev Manocha is a recognized author and coach specializing in mathematical competition prep. His books, published by , are designed to bridge the gap between standard school curricula and the non-routine problem-solving required for Olympiads.
Basics of divisibility, modular arithmetic, and prime numbers.
Advanced Euclidean geometry and classical constructions.
Recent editions include solved papers from 2016–2019, providing insight into actual exam patterns and recurring themes.
Problems are often categorized into Level 1 (focusing on RMO) and Level 2 (focusing on INMO).
Mastering tools like the Cauchy-Schwarz and AM-GM inequalities.
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