INTRODUCING 5 - days-a-week problem solving session for Math Olympiad and ISI Entrance. Learn More

The journey begins as early as in Class 1. Enter the world of beautiful mathematics, critical thinking and problem solving.

Our alumni are in University of Oxford, MIT, Indian Statistical Institute, Chennai Mathematical Institute and other leading universities of the world.

JOIN TRIALOur alumni are in University of Oxford, MIT, Indian Statistical Institute, Chennai Mathematical Institute and other leading universities of the world.

Cheenta programs are taught by olympians and researchers from leading universities in India and United States.

Cheenta Math Olympiad Program is customised for the following contests. Apart from this we create custom programs for other regions on-demand.

The Math Olympiad program at Cheenta is created by olympians and researchers from leading universities in India and abroad.

Founder, CEO @Cheenta

PhD in Geometric Group Theory from University of Wisconsin, Milwaukee (United States).

Director and Faculty

Indian Statistical Institute.

Admin and Faculty

Chennai Mathematical Institute.

Faculty and Cheenta Alumni

Chennai Mathematical Institute

Faculty

Chennai Mathematical Institute.

Faculty and Cheenta Alumni

Chennai Mathematical Institute

INMO & EGMO Awardee and Cheenta Alumni

Youngest INMO awardee of India, EGMO awardee, Cheenta alumni turned faculty.

Faculty

INMO awardee, IIT Kanpur alumni and trainer at Cheenta

Guest faculty at Cheenta

IMO Silver Medalist, guest faculty at Cheenta. Present at University of Oxford.

Math Program curriculum consists of advanced school mathematics from four key areas: geometry, number theory algebra and combinatorics.

Book: Elementary Number Theory by David Burton

Arithmetic of Remainder, Theory of Congruence, Divisibility, Theorems of Fermat, Euler, Wilson, Pythagorean Triples, Euclidean Algorithm.

Book: Challenges and Thrills of Pre College Mathematics by Venkatchala et al

Geometry of straight lines, triangles and circles. Advanced topics such as geometric transformations, complex numbers in geometry, mass point geometry, coordinate Geometry and trigonometry.

Book: Principles and Techniques in Combinatorics by Chuang Chong Chen and Koh Khee Meng

Bijection Principle, Principle of Inclusion and Exclusion, Recurrence Relation, Pigeon Hole Principle, Permutation and Combination, Combinatorial Identitites.

Book: Excursion in Mathematics published by Bhaskaracharya Pratisthana

AM - GM and Cauchy Schwarz Inequality, Complex Numbers, Theory of Equation, Functional Equation, Sequences and Series.

Advanced Mathematical Science. Taught by olympians, researchers and true masters of the subject.

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