62nd International Mathematics Olympiad 2021 – Apply Now

62nd International Mathematical Olympiad 2021 is an international level championship of mathematics for high school students. IMO was initiated in 1959, since then the event has been held every year in a different country. IMO aims at encouraging an academic environment for young students in learning and mastering Mathematics.

Latest Update: The last date for online registration of contestants is 31st May 2021 (Expected). Keep visiting for more info.

In this event, a team of a maximum of 6 members participates from different countries to solve the hardest problems of the mathematics of the world. This year’s IMO IMO 2021 will be held in Saint-Petersburg Russia in July 2021. IMO is also known as the third level of Mathematics Olympiad, the first two levels are Regional Mathematics Olympiad (RMO) and India National Mathematics Olympiad (INMO) respectively. We are giving here Scholarship Exams for Students so check table also at the end of the post.

Also See: NTSE Stage II Exam  || KVPY Scholarship || UPSTSE Scholarship

imo 2021

IMO 2021 Registration Form

Upon selection in India’s IMO team, a Team Leader (TL) is elected. TL will be responsible for all the actions performed by his team. A Deputy Leader (DL) and an observer may also be elected if the need exists. Remember that for participating in olympiad registration is a mandatory field. To register for IMO 2021, TL must follow the steps mentioned below.

Check Here: Top Indian Schools Entrance Exams

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How to register for IMO 2021

  • Visit the official website of the authority at www.imo2021.ru
  • Select the “Registration” tab from the top of the page.
  • Now click on the “Online Registration” button.
  • Enter your IMO login credentials to complete the login process
  • Enter the names of the rest of the team members
  • Click “Create Team” button at the bottom of the IMO Registration page

NOTE: Only a Team Leader (TL) has the authority to login and register a new team as per the rules of IMO.

IMO Eligibility Criteria

The eligibility criteria for IMO is different for countries participating as IMO is an international level competition. The IMO eligibility criteria for India is as follows:

  • All team members must be studying in class 9th, 10th, 11th or 12th.
  • All 6 members of the team must have cleared RMO (Regional Mathematics Olympiad) and INMO (India National Mathematics Olympiad).
  • All 6 members of the selected team must have attended the INMO Training Camp successfully.
IMO 2021 Important Dates

The table below shows the schedule during the registration period of IMO 2020:

EventsDates (Expected)
International  Mathematical Olympiad Training Camp (IMOTC) for Junior Batch students will be held at HBCSE23 April 2021- 15 May 2021
Last day for full payment of the charges for single rooms and observers in a cleared funds20 May 2021
Last day for online registration of contestants31 May 2021
Last day for online registration of all travel details15 June 2021
Held of Examination14th-24th July 2021

Selection Procedure

  • In order to be able to participate in IMO 2021, student will have to clear RMO (Regional Mathematics Olympiad) followed by INMO (Indian National Mathematics Olympiad).
  • After qualifying INMO, student will have to attend an INMO Training Camp.
  • During INMO Training Camp, a team of 6 members will be finalized to represent India in IMO 2021.

IMO 2021 Schedule

The students who are going to take participate in the International Mathematics Olympiad (IMO) 2021 they can check here schedule for this event. IMO schedule is as listed below.

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IMO Reward

The students participating in International Mathematics Olympiad 2021 will get gold, silver and bronze medals upon holding first, second and third positions respectively in the competition. The medals will be distributed in such a way that half of the participating students will get the medals. Certificate of Honorable Mention will also be given to the students who have solved at least one problem successfully.

Official Link : Apply Here

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