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RMO and INMO Special Sessions
Rating: 5.0 out of 5(1 rating)
34 students

RMO and INMO Special Sessions

Advanced RMO & INMO Problem Solving | Number Theory, Algebra, Combinatorics & Geometry
Created bySourav Das
Last updated 2/2026
English

What you'll learn

  • Master advanced number theory, algebra, combinatorics and geometry concepts required for RMO and INMO.
  • Develop rigorous proof-writing skills and structured mathematical thinking.
  • Solve previous years’ RMO and INMO problems using strategic and time-efficient approaches.
  • Apply advanced problem-solving techniques to tackle high-level Olympiad questions independently.

Course content

7 sections • 7 lectures • 34m total length

  • RMO Special Session – Part 14:25

    This lecture covers selected RMO level problems focusing on Number Theory and Algebra.
    Students will learn structured proof writing, logical argument building, and multiple approaches to problem solving.
    Special emphasis is given to understanding the key idea behind each solution rather than memorizing tricks.

Requirements

  • No basic requirements

Description

The RMO and INMO Special Sessions course is designed for serious Mathematics Olympiad aspirants who want structured, high-level preparation for Regional Mathematical Olympiad (RMO) and Indian National Mathematical Olympiad (INMO).

This course focuses entirely on advanced problem-solving through carefully selected questions and detailed, step-by-step solutions. Each session is built around real RMO and INMO standard problems, helping students understand not just the solution, but the thinking process behind it.

We cover the most important Olympiad areas including Number Theory, Algebra, Combinatorics, and Geometry. Special emphasis is given to proof-writing techniques, logical structuring, and strategic approaches required in subjective mathematics examinations.

Students will learn how to approach non-routine problems, develop mathematical maturity, and avoid common mistakes made in Olympiad exams. Every lecture is designed to strengthen conceptual clarity and build confidence for national-level competitions.

Whether you are preparing for RMO, INMO, or aiming for future stages like IMO, this course will sharpen your analytical skills and elevate your problem-solving ability to the next level.

If you are serious about excelling in Mathematics Olympiads, this course is for you. Join now to experience rigorous training, structured mentorship, and consistent improvement in advanced mathematical reasoning skills, ensuring outstanding performance in competitive exams nationwide.

Who this course is for:

  • Students preparing seriously for RMO and INMO who want structured guidance and advanced problem-solving training.
  • PRMO/RMO qualified students aiming to strengthen proofs and reach the INMO level.
  • Class 8–11 students passionate about Mathematics Olympiads and higher-level problem solving.
  • Students targeting national and international mathematical competitions like IMO in the future.
  • Learners who want to master number theory, combinatorics, algebra, and geometry beyond school curriculum.
  • Students struggling with proof-writing and looking for step-by-step conceptual clarity.
  • High-performing math students who enjoy challenging, non-routine mathematical problems.Dedicated aspirants seeking expert mentorship and systematic preparation for Olympiad success.

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