Math Olympiad Training

Course Description

This Math Olympiad Training is a two-semester online course that is designed to cover the fundamental topics and techniques used in Olympiad Mathematics. The course includes the discussion and practice of the basic material in number theory, geometry and combinatorics. It is recommended for the students of 8-9 grades who want to prepare for the team selection tests and international math olympiads, such as Central American and Caribbean Mathematical Olympiad (CENTRO). 

Our Approach

We firmly believe that every math olympiad course should consist of the following fundamental parts: olympiad topics, problem solving and practice exams.

List of Topics

Number Theory

  • Divisibility
  • Fundamental Theorem of Arithmetic
  • Euclidean Algorithm
  • Congruences
  • Fermat's Little Theorem
  • Basic Diophantine Equations

Geometry

  • Congruent Triangles
  • Triangle Geometry
  • Inscribed Circle and Circumcircle
  • Area
  • Similar Triangles
  • Cyclic Quadrilaterals

Combinatorial Approaches

  • Parity
  • Pigeonhole Principle
  • Invariants
  • Coloring Schemes
  • Strategies for Games

Inequalities

  • Transformation Techniques
  • Inequality of Arithmetic and Geometric Means
  • Cauchy-Schwarz Inequality

CHOOSE Your PLAN

Pick the payment plan that is best for you.

Classes Start on August 24, 2019

two payments

$499

/4mo*

Billed on August 24, 2019 and January 11, 2020

Mothly payments

$149

/mo*

Billed on the 1st of each month for 8 months

Access The Platform in just 3 simple steps

Step 1

Register for an online account

Step 2

Get instant access to our awesome student dashboard

Step 3

Get ready to practice, improve and succeed!

Our coach

Dr. Roman Kvasov is an ex-olympian and a mathematics professor. For over 10 years he has been training students for local, regional and international math competitions. He was also a tutor of Puerto Rico national team for Central American and Caribbean Math Olympiad (OMCC, 2010) and Iberoamerican Mathematical Olympiad (IbMO, 2012).

100
Years of experience
100
Students
0 +
Olympiad Lessons