Iranian Geometry Olympiad
Specialized international competition dedicated to Euclidean and advanced Olympiad geometry across Elementary, Medium, and Advanced levels.
Open to school, college, and university students across three competition levels: Elementary (Grades 7-8), Medium (Grades 9-10), and Advanced (Grades 11-12 & Open).
5 specialized Euclidean geometry proof problems. Duration: 4 Hours and 30 Minutes. Contest papers are centrally evaluated by the International IGO Scientific Committee.
National and International medals awarded by the IGO International Committee.
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.