INMO Exam Pattern 2022-2023, Know the number and types of Questions and Preparation Tips

INMO Exam Pattern 2022-2023: There are 6 six descriptive Mathematics questions in the INMO exam that are to be completed in four hours. Each question carries 17 marks and 102 marks in total. The exam goes on for four hours, and candidates are expected to attempt all the questions. INMO is the abbreviation for Indian National Mathematical Olympiad. It is the third phase of the International Mathematical Olympiad (IMO) program conducted by the Homi Bhabha Centre for Science Education (HBCSE). Candidates who qualify for the Regional Mathematical Olympiad (RMO) become eligible for the INMO exam. Around 900 students clear the RMO exam every year. However, only 35 students are selected for the Indian National Mathematical Olympiad to move on to the next level. These students are then offered Training at the International Mathematical Olympiad Training Centre (IMOTC) for the next phases. 6 students are selected based on various tests in the camp to represent India on the International forum in the International Mathematical Olympiad (IMO) program. This blog will provide you with all the necessary information regarding the INMO exam pattern 2022-2023. Go through the complete article to learn more. 

Recommended: Study for your Exams with Safalta School online. We provide Preparation materials for Classes 9-12 that can boost your preparations. 

Table of Content

INMO Exam Pattern 2022-2023

INMO Eligibility Criteria 2022-2023

INMO Exam Preparation

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INMO Exam Pattern 2022-2023 

Candidates from Classes 8-12 are eligible for the Indian National Mathematical Olympiad. However, they need to qualify for the RMO exam and should be from a recognized educational board like CBSE, ICSE, and other state boards.  

The INMO exam consists of six descriptive mathematical questions. These questions carry 17 marks each, making the total marks 102. Candidates are expected to attempt all the questions and submit the OMR sheet along with the rough work at the end of the examination. The Exam goes on for four hours. INMO syllabus includes the Mathematics curriculum from Classes 8-12. 
 

INMO Eligibility Criteria 2022-2023

Following are the Eligibility Criteria for the Indian National Mathematical Olympiad-

• Candidates should be of 28 years before they fill out the INMO application form.
• Candidates selected for the Indian National Mathematical olympiad are shortlisted on the basis of their Performance in the second phase of the International Mathematical Olympiad (IMO) i.e., Regional Mathematical Olympiad (RMO). 
• A maximum of 28 students from classes 8, 9  10, and 11, and 6 students from Class 12 are selected for the Indian National Mathematical Olympiad (INMO). 

Also read:
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IGKO Syllabus
IGKO 2022 Exam Dates
IGKO 2022 Exam Results
IGKO Exam Pattern
ICO Registration
ICO Eligibility Criteria
ICO Syllabus
ICO Exam Dates
ICO Exam Pattern
RMO Registration
RMO Exam Pattern
RMO Exam Dates
PRMO Registration
PRMO Eligibility Criteria
PRMO Exam Pattern
PRMO Exam Dates
PRMO Syllabus
PRMO Exam Result
International Mathematical Olympiad (IMO)
International English Olympiad (IEO)
National Science Olympiad (NSO)
National Cyber Olympiad (NCO)
International General Knowledge Olympiad (IGKO)
 

INMO Exam Preparation 

To prepare for the Indian National Mathematical Olympiad, students should practice sample papers and previous years' question papers. The first thing or do is to understand the syllabus and exam pattern. The important topics included in the INMO syllabus are-

• Geometry
• Algebra
• Permutations and Combinations
• Number Theory

Other Topics include-

• System of linear equations
• Arithmetic of integers
• Probability theory
• Elementary graph theory
• Inequalities
• Trigonometry
• Factorization of Polynomials
• Trigonometry
• Finite series and complex numbers
• Coordinate Geometry 
• Quadratic equations and expressions 

We advise candidates to practice sample test papers and previous years' questions so to get an idea of the examination. Candidates will also learn time management skills while solving the question paper within the exam duration, i.e., four hours.