About

Mathematics Olympiad is a talent search event. It is organised by the Mathematics Department of IIT Bombay. It is a platform where the students can evaluate their Mathematical knowledge and skills.

The Association is conducting their 37th Mathematics Olympiad in 2022. The main aspects of this olympiad are as follows.

Original problems
Enhancing problem solving skills
Creating a positive environment
Lectures from eminent academicians
Exciting gifts and certificates

Latest Notification

Maths Olympiad is a national talent search event. It is conducted by the Mathematics Association of IIT Bombay. It involves schools from all over India. The registration process is currently open. Last date to register is February 07, 2022. The exam is scheduled for February 13, 2022.

Registration

The students interested in participating in the Olympiad can contact the authorities of their respective schools. For those who want to register individually, the steps of online registration are given below.

Go to the official website of Mathematics Olympiad at math.iitb.ac.in.
Scroll down to the ‘Latest News’ section and click on ‘Mathematics Association organizes Mathematics Olympiad’22 to be held on Feb 13th, 2022’.
On the page that opens, click on the blue ‘Register Now’ button in the middle of the page.
The contact details for group registrations are given there. The candidates can contact through any of the given numbers.
If you are looking for individual registration, you must click on the hyperlink given there for the same.
Read the ‘terms and conditions’ given there and click on ‘Next’.
Fill all the details asked in the next page and pay the registration fee.

Note: The candidates must make sure to enter correct and active email IDs. The credentials for the exam will be shared on the registered email ID.

Syllabus

The following syllabus is a rough set of topics asked in each level. It is not a comprehensive and complete list.

MO 2022 Level 1

The Level 1 is conducted for students from classes VIII-X and consists of question from the following topics.

Chapters	Topics
Arithmetic	Basic Arithmetic, Ratio and Proportion, Profit and Loss, Time and Distance, Time and Work
Algebra	Basic Algebra, Simultaneous/ Quadratic Equations, Logarithms, Surds, Indices
Geometry	Basic Geometry, Area and Volume, Mensuration, Triangle, Quadrilateral, Circle, Trigonometry
Number Theory	Integers, Permutation and Combinations, Basic Probability, Divisibility, Counting, Sequences and Series

MO 2022 Level 2

The Level 2 of Olympiad is more difficult as it is conducted for high school students. Some topics may be similar to Level 1 but the difficulty level is definitely higher.

Chapters	Topics
Arithmetic	Basic Arithmetic, Ratio and Proportion, Profit and Loss, Time and Distance, Time and Work
Algebra	Basic Algebra, Polynomials and Equations, Logarithm, Surds, Indices, Complex Numbers
Geometry	Basic Geometry, Area and Volume, Mensuration, Polygons, Trigonometry, 2-Dimensional and 3-Dimensional Coordinate Geometry
Number Theory	Permutations and Combinations, Basic Probability, Divisibility, Counting, Sequences and Series, Mathematical Induction
Calculus	Functions, Differentiability, Differentiation, Limits, Continuity, Integration, Applications of Calculus

Eligibility Criteria

To be eligible, the aspirants have to be students of schools with recognised boards. They can belong to any part of India. The event is going to be conducted online this year and thus the candidates can participate from anywhere.

Level 1- Students from standards VIII, IX and X of any recognised board.
Level 2- Students from standards XI and XII of any recognised board.

Application Fee

The registration fee for all the candidates is INR 150.
There is no exemption in the registration fee for any candidate.
The application fee has to be paid online.
The candidates can use UPI/ Debit Card/ Credit Card/ Netbanking to pay the fees.

Exam Pattern

Mathematics Olympiad has two levels- Level 1 and Level 2. Level 1 is for classes VIII-X while Level 2 is for classes XI-XII. The candidates appearing for the exam must check the sample questions for both levels.

Eligibilty Criteria