Indian National Mathematical Olympiad (INMO) Syllabus

Indian National Mathematical Olympiad (INMO) Syllabus

The Indian National Mathematical Olympiad (INMO) is the most competitive exam held in India, this exam is operated and managed by Homi Bhabha Centre for Science Education (HBCSE), Mumbai. This is the final exam in India to select participants for IMO – International Math Olympiad.

Indian National Mathematical Olympiad (INMO) Syllabus
Indian National Mathematical Olympiad (INMO)

Below find the INMO syllabus for reference –

Algebra
Properties of integers
Polynomials and their roots
Functional equations
Systems of equations and inequalities
Arithmetic and geometric progressions
Inequalities and their applications
 
Number Theory
Divisibility and modular arithmetic
Diophantine equations
Prime numbers and their properties
Congruences and residues
Quadratic residues
 
Geometry
Euclidean geometry
Properties of triangles, quadrilaterals, circles
Geometric transformations
Coordinate geometry
Trigonometry in geometrical problems
 
Combinatorics
Counting techniques: permutations, combinations
Binomial coefficients
Pigeonhole principle
Principle of inclusion and exclusion
Graph theory basics: paths, cycles, trees
Recurrence relations and generating functions
 
Miscellaneous
Mathematical induction
Basic set theory and operations
Basic calculus: limits, derivatives, integrals (basic level)
Logic and proof techniques
Indian National Mathematical Olympiad (INMO) Syllabus

Preparation Tips:

  • Master Fundamental Concepts: The fundamental concept of Mathematics is important for participants to understand and master for better preparation of INMO.
  • Solve Challenging Problems: It is important to solve INMO’s previous year’s problems and participate in Online Olympiad exams like IMO SCO and different Olympiad book resources.
  • Proof Writing: Solving reasoning-based mathematics problems, solving mathematics problems from INMO previous year problems.
  • Time Management: Mastering time management and precision in problem-solving is the key to excelling in any competitive exam. These skills are crucial for achieving great results.

This is intended to assess participants’ depth of knowledge and problem-solving abilities by applying advanced mathematical concepts and reasoning skills. Students preparing for the INMO should practice by solving questions from previous years’ papers, referring to mathematics resources, seeking guidance from experts, taking online tests (such as SCO IMO), and participating in study groups to further enhance their mathematical capabilities.


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