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Table of Content
Pre RMO Exam Pattern 2022-2023 |
Pre RMO Syllabus |
Pre RMO Exam Pattern 2022-2023
Below are the details of the Pre regional Mathematical olympiad exam pattern. Candidates willing and preparing for the exam can refer to the table given below. You must go through all the instructions given in the OMR sheet before filling it out. Mark only one answer; marking more than one answer will be of no use.The questions will be available in both English and Hindi Medium. After the exam, candidates will be handed over a copy of their answer sheet OMR for further verification purposes.
Particulars | Details |
Duration of examination | 3 hpurs |
Mode of examination | Pen and paper-based (Offline) |
Total number of questions | 30 |
Medium of examination | English and Hindi |
Marking Scheme | 7 questions carrying 2 marks each 15 questions carrying 3 marks each 8 questions carrying 5 marks each |
Correction Mode | Scanned by machine |
Negative Marking | No Negative marking |
Also read:
Pre RMO Registration
Pre RMO Eligibility Criteria
Pre RMO Syllabus
Pre RMO Exam Dates
Pre RMO Exam Results
International Mathematical Olympiad (IMO)
International English Olympiad (IEO)
National Science Olympiad (NSO)
National Cyber Olympiad (NCO)
International General Knowledge Olympiad (IGKO)
Pre RMO Syllabus
The Homi Bhabha Centre prescribes the syllabus for the Pre Regional Mathematical Olympiad for Science Education (HBCSE). It includes multiple topics. These are as follows-- System of linear equations
- Number theory
- Arithmetic of integers
- Probability theory
- Elementary graph theory
- Inequalities
- Geometry
- Trigonometry
- Factorization of Polynomials
- Trigonometry
- Permutations and combination
- Finite series and complex numbers
- Coordinate Geometry
- Quadratic equations and expressions
Who conducts the Pre Regional Mathematical Olympiad exam?
What is the syllabus of the Pre RMO Exam?
- System of linear equations
- Number theory
- Arithmetic of integers
- Probability theory
- Elementary graph theory
- Inequalities
- Geometry
- Trigonometry
- Factorization of Polynomials
- Trigonometry
- Permutations and combination
- Finite series and complex numbers
- Coordinate Geometry
- Quadratic equations and expressions