Neologic Math School

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  • 2026 Courses
    • Introductory Courses
    • AMC 10 Training
    • AIME Algebra/Precalculus
    • AIME Number Theory
    • AIME Geometry
    • Olympiad Geometry
    • Combinatorics and Proofs
  • Sign Up/ Register
  • Blogs
  • Contact Us
  • FAQ
  • More
    • Home
    • 2026 Courses
      • Introductory Courses
      • AMC 10 Training
      • AIME Algebra/Precalculus
      • AIME Number Theory
      • AIME Geometry
      • Olympiad Geometry
      • Combinatorics and Proofs
    • Sign Up/ Register
    • Blogs
    • Contact Us
    • FAQ

Neologic Math School

Neologic Math SchoolNeologic Math SchoolNeologic Math School
  • Home
  • 2026 Courses
    • Introductory Courses
    • AMC 10 Training
    • AIME Algebra/Precalculus
    • AIME Number Theory
    • AIME Geometry
    • Olympiad Geometry
    • Combinatorics and Proofs
  • Sign Up/ Register
  • Blogs
  • Contact Us
  • FAQ

AMC 10 Training Course

Prerequisite

  • Students who have taken introductory courses
  • AMC 8 Honor roll or above. 

Course Format

  • All courses are online, live via Zoom.
  • Each week 2 hours of lectures, and 1 hour of problem-solving session.

Meeting time (June 2026 - Nov 2027, US eastern time)

  • Lectures: Sunday US Eastern Time 7:00 PM - 9:00 PM
  • Problem-Solving: Thursday US Eastern Time 8:00 PM - 9:00 PM

Course Materials

  • Lecture notes and handouts
  • AOPS books
  • Selected past exam problems from AMC10

Course Difficulty

  • The course covers the harder problems of AMC10
  • This is NOT an introductory level class

Syllabus

Part 1

Part 1

Part 1

Algebra Identities

Factoring

Linear Equations

Quadratic Equations

Diophantine Equations I

Angles and Congruence

Right Triangles

Geometry Transformation

Similar Triangles

Medians and Bisectors

Area method

Circles

Law of Sine and Cosine

Polygons

Part 2

Part 1

Part 1

Permutation / Combinations

 More on Combinations

Binomial Theorem

Probabilities / Expected Value 

 Counting in Geometry 

 State Diagrams 

 Principle of Inclusion Exclusion 

Exponents Radicals

Sequences

AM-GM Introduction

Polynomials

Vieta Theorem

Part 3

Part 1

Part 3

Digits and Divisibility

Prime Numbers

Divisors

Modular Congruence

Wilson / Fermat / Euler

Diophantine Equations II

Functions

Analytic Geometry

Solid Geometry

Equations and systems

Exam Review

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