Royal Academy

RMO

RMO

About This Course

RMO Exam

Organization

HBCSE (Homi Bhabha Centre for Science Education)

Exam Name

Regional Mathematical Olympiad (RMO)

Application Mode

Offline

Types of Questions

Descriptive – 6 Questions

Total Marks

102

Negative Marking

there is a negative marking

Official Website

https://olympiads.hbcse.tifr.res.in/

Eligibility Criteria

  • A student has to score at least 10% of the total marks of the IOQM paper in order to be eligible to appear for RMO but this is NOT the sole qualifying criterion.
  • Any student who has scored at least 10% of the total marks of the IOQM paper and enrolled for IOQM as a student of one of the classes 8,9,10,11 will be classified as a
    Category A student.
  • Any student who has scored at least 10% of the total marks of the IOQM paper and enrolled for IOQM as a student of class 12 will be classified as a Category B student.
  • The list of students who qualify for the RMO will be prepared according to the following rule:
    (a) From each region (list of regions: https://www.mtai.org.in/rmo-region-codes/)
    the top 200 students from Category A will qualify for RMO along with those tied in the 200th position;
    ii. the top 40 students from Category B will qualify for RMO along with those tied in the 40th position;
    iii. 5 additional girl students from Category A irrespective of the number of girl students qualifying in the top 200 students from Category A will qualify for RMO 2024 under Girls’ quota.
    (b) There is no separate Girls’ quota for Category B. A girl student of Category B can qualify for RMO from IOQM if and only if she is selected among the top 40 students in Category B.

Exam Pattern 

  • RMO Olympiad is a three-hour written test conducted by the HBCSE regional coordinators
  • There are going to be a total of 6 descriptive questions.
  • The answers should be descriptive in nature which may include theorems.
  • Each question carries five marks.
  • Best Books

     

     

     

     

     

    Why to join us?

    • Experienced Faculty: Teachers with in-depth knowledge and teaching experience.
    • Comprehensive Study Material: Well researched and regularly updated study resources.
    • Structured Course Plan: A well-planned curriculum covering all aspects of the syllabus.
    • Regular Classes: Consistent and punctual classes with sufficient time for doubt clearance.
    • Practice Tests and Mock Exams: Regular assessments to simulate the actual exam experience.
    • Personalized Attention: Small batch sizes or individual focus for better understanding.
    • Technology Integration: Utilization of digital tools and resources for enhanced learning.
    • Doubt Clearance Sessions: Separate sessions for clarifying doubts and reinforcing concepts.
    • Performance Tracking: Regular evaluation and feedback to monitor progress.
    • Results-Oriented Approach: A focus on achieving high scores and selection in top institutions of India.

RMO Exam Syllabus

Classes

Indian Olympiad Qualifier in Mathematics Syllabus

Class 8 Syllabus

Geometry

Rational Numbers

Linear Equations in One Variable

Algebraic Expression

Permutations and Combination

Square Root & Cube Root

Factorization

Elementary Graph Theory

Class 9 Syllabus

Number System

Polynomials

Coordinate Geometry

Probability

Linear Equations in two variables

Surface Area & Volume

Circles

Areas of Parallelograms and triangles

Class 10 Syllabus

Real Numbers

Trigonometry

Quadratic Equation

Arithmetic Progression

Coordinate Geometry

Inequalities

Surface Area & Volume

Circles

Linear Equation in two variables

Class 11 Syllabus

Permutations and Combination

Trigonometric Reasoning

Quadratic Equations and Expressions

Probability Theory

Number Theory

Factorization of Polynomial

Coordinate Geometry

Class 12 Syllabus

Coordinate Geometry

Permutations and Combination

Trigonometric Reasoning

Quadratic Equations and Expressions

Probability Theory

Number Theory

Factorization of Polynomial

Integers, geometry

Linear equations

Permutations and combination

Factorization of polynomial

Elementary combinatorics

Probability theory and number theory,

Finite series

Updated Soon!

Previous Year Question Papers

 

 

 

 

 

 

 

 

 

 

₹ 20,000 - 40,000

 

Level         Basic To Advanced
Duration                    10 Months
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