First qualifier
Numerical answers and problem-solving decisions.
IOQM is the Indian Olympiad Qualifier in Mathematics, the first stage of India’s Mathematical Olympiad programme. Conducted by the Mathematics Teachers’ Association (India), it tests mathematical problem solving and is the qualifying stage for RMO. Find current exam information, the syllabus, previous papers and preparation guidance below.
Result announcement awaited. No IOQM 2026 result release or confirmed result date was found on the official IOQM portal or MTA(I) announcements page when checked on 21 September 2026.
Open our result guide for official student-login links, scorecard steps, provisional and final result guidance, certificate information and RMO qualification rules.
The IOQM 2026 paper, solutions and expected cutoff by Ajeet Dubey & Team Mathiit are available. The paper is free to download; detailed solutions and expected cutoff analysis require WhatsApp verification. Expected cutoffs are estimates; official results determine qualification.
You do not need to read the whole website. Pick one question and continue from there.
See the illustrated journey from IOQM to the later proof-based stages.
Understand the journey →2Open IOQM and RMO resources by stage and year.
Browse papers →3Learn the four domains through simple examples and drawings.
Teacher explains →4Compare the Junior and Senior batches, timings, inclusions and fee.
Compare batches →IOQM focuses on strong numerical problem solving. RMO and INMO increasingly require complete written proofs. Later training stages prepare selected students for international competition.
Numerical answers and problem-solving decisions.
Write complete arguments for proof-based problems.
Deeper national-level proof problems.
Advanced learning and selection activities.
Selected students represent India.
Open a recent IOQM paper or continue to the official archive for all IOQM and RMO years.
A teacher-style syllabus should help students imagine the problems—not merely display a chapter list.
Divisibility, remainders, primes and patterns in whole numbers.
Unknown quantities, patterns, equations and relationships.
Shapes, angles, lengths and the reasons behind a diagram.
Counting arrangements and choices without missing cases.
Junior · Classes 7–8: for students beginning serious Olympiad preparation.
Senior · Classes 9–11: for students who have already appeared in an Olympiad.
Both batches include live online classes, daily worksheets, two mock tests every month and complete PDF study material. The fee is ₹32,000 including GST.

“A parent should first understand the child’s present level. The right programme begins from there.”Ajeet Dubey · Mathematics Olympiad Mentor, Mathiit
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