IOQM-Indian Olympiad Qualifier in Mathematics Course

IOQM

Prepare Mathematics Olympiad with Confidence

IOQM-2024-25 will be held on 08-September-2024 (Sunday)

Have you commenced your preparations?

Nandana S

Nandana S (Class 9)

Qualified for INMO
Students of IOQM Course from Class 8

Nandana S Writeup

IOQM 2024

IOQM Mastery: Unlocking the Olympiad Secrets

IOQM, or the Indian Olympiad Qualifier in Mathematics, is a prestigious national-level examination that serves as a stepping stone for students aspiring to compete in the International Mathematical Olympiad (IMO). This rigorous competition assesses the mathematical aptitude of students and provides them with an opportunity to showcase their problem-solving skills on a global platform

IOQM serves as the qualifying stage for the International Mathematical Olympiad (IMO), the most prestigious mathematics competition for high school students worldwide.

You can get admission in various college like IIT Gandhinagar, IIT Bombay , IIIT Hyderabad and in many more.

You can refer following video for more information 

Students from classes 8 to 11 are eligible to participate in IOQM. They need to clear this stage to advance to the next level of mathematics olympiads.

You can refer MTA website for more details 

IOQM is a written examination consisting of challenging mathematical problems. It tests students’ problem-solving skills, mathematical reasoning, and creativity.

Duration of exam will 3 hrs.

For every question, the response should be a whole number falling within the range of 00 to 99. There is no penalty for incorrect answers. This examination employs OMR (Optical Mark Recognition) technology for evaluation.

The paper is structured as follows: It consists of 10 questions, each carrying 2 marks; another set of 10 questions, each worth 3 marks; and finally, 10 questions that are valued at 5 marks each.

  • Arithmetic of integers
  • Geometry
  • Quadratic equations and expressions
  • Trigonometry
  • Co-ordinate geometry
  • System of linear equations
  • Combinatorics
  • Factorisation of polynomial
  • Inequalities
  • Probability theory and number theory
  • Finite series and complex numbers
  • Elementary graph theory

Old IOQM Question Papers