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INMO 2026 Question Paper PDF, Download With Solutions

INMO 2026 Question Paper tests advanced problem-solving and proof writing in algebra, geometry, number theory, and combinatorics. The PDF with solutions is released after the exam. Practising previous papers is essential for IMO-level preparation and selection success.
authorImagePriyanka Dahima19 Jan, 2026
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INMO 2026 Question Paper PDF, Download With Solutions

INMO 2026 Question Paper is one of the most awaited resources for students preparing for India’s highest-level school mathematics competition. Conducted by HBCSE, INMO acts as the final national screening stage before the International Mathematical Olympiad (IMO) training camp.

Students who qualify for RMO 2025 appeared for INMO 2026, making the question paper a critical reference point for understanding the exam’s structure, difficulty, and conceptual depth.

INMO 2026 Question Paper Overview

The INMO 2026 Question Paper is more than an exam document. It represents the gateway to India’s international mathematics team.

Students who prepare with discipline, concept clarity, and consistent practice stand the highest chance of success.

INMO Question Paper 2026 Overview
Particulars Details
Exam Name Indian National Mathematical Olympiad (INMO) 2026
Conducting Body Homi Bhabha Centre for Science Education (HBCSE)
Exam Level National (Stage-3 of IOQM → RMO → INMO → IMO)
Mode Offline (Pen & Paper)
Total Questions 6 descriptive problems
Total Marks 17 Marks for each question
Duration 4.5 hours
Question Type Proof-based, subjective
Main Topics Algebra, Geometry, Number Theory, Combinatorics
Next Stage IMO Training Camp

INMO 2026 Question Paper PDF Download 

HBCSE releases the official INMO 2026 question paper PDF after the exam, and a direct link to download the question paper is provided below.

INMO 2026 Question Paper PDF Download Link

Paper Structure of INMO 2026

The paper usually contains:

  • 6 long descriptive problems

  • Each question carries 17 marks

  • Complete mathematical proof required

  • Partial marks awarded for correct steps

No negative marking is applied, but incomplete logic results in reduced scores.

Topics Covered in INMO Question Paper

The INMO 2026 syllabus remains aligned with higher-level problem solving:

Core Areas

  • Algebra (equations, inequalities, functional equations)

  • Euclidean Geometry

  • Number Theory (divisibility, congruences, primes)

  • Combinatorics (counting, arrangements, graphs)

Concept Level

Class 9 to 12 mathematics + Olympiad-level reasoning

Difficulty Level of INMO Question Paper

The INMO paper is considered:

  • Significantly harder than RMO

  • Comparable to junior international olympiad problems

  • Conceptually demanding rather than formula-based

Only 30–35 students are typically selected for the IMO training camp.

Benefits of Practising INMO Question Papers

Working through past and current INMO papers helps students:

  • Understand real exam expectations

  • Improve proof-writing structure

  • Identify weak conceptual areas

  • Develop patience for long problems

  • Build competition-level accuracy

Regular practice is the difference between qualification and elimination.

How to Prepare Using INMO 2026 Question Paper

  1. Solve without time pressure first

  2. Write full proofs, not short answers

  3. Compare with official solutions

  4. Maintain an error notebook

  5. Revise number theory and geometry daily

  6. Practise at least 2 full papers before the exam

INMO 2026 Question Paper FAQs

What is INMO 2026?

INMO 2026 is the Indian National Mathematical Olympiad, the third stage of India’s mathematical olympiad selection process conducted by HBCSE.

When will INMO 2026 Question Paper PDF be released?

The official INMO 2026 Question Paper PDF is released after the examination along with detailed solutions.

Is the INMO question paper objective or subjective?

It is completely subjective and proof-based with six long-answer questions.

What topics are asked in the INMO question paper?

Algebra, geometry, number theory, and combinatorics form the core syllabus.
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