National Mathematical Olympiad
The premier national championship uniting top provincial math champions at Kathmandu to compete for the national title.
Top provincial qualifiers from PMO across all 7 provinces, plus reigning national medalists.
Stage 3: Two-day Olympiad championship modeled strictly on the IMO format. Day 1: 3 Problems, 4.5 Hours. Day 2: 3 Problems, 4.5 Hours. Total 6 rigorous proof-based problems (42 points max).
Top 20 overall performers receive National Medals and earn admission into the intensive Residential IMO Training Camp (TST Pipeline).
Core Curriculum & Topic Areas
Algebra & Inequalities
Polynomials, functional equations, AM-GM, Cauchy-Schwarz inequalities, sequences & recurrences.
Number Theory
Divisibility, primes, modular arithmetic, Euler totient theorem, Diophantine equations, LTE lemma.
Euclidean Geometry
Triangles, cyclic quadrilaterals, power of a point, radical axis, projective geometry, homothety.
Combinatorics & Graph Theory
Counting principles, pigeonhole principle, invariant principles, graph coloring, extremal combinatorics.
Looking for past question papers & syllabus PDFs?
Download official previous competition papers from the MAN Resources Hub.