Neologic Math School

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  • Home
  • 2025 Courses
    • Introductory Courses
    • AMC 10 Training
    • AIME Algebra/Precalculus
    • Number Theory & Counting
    • Advanced Geometry
    • AIME Prep (Short term)
  • Sign Up/ Register
  • Blogs
  • Contact Us
  • FAQ
  • More
    • Home
    • 2025 Courses
      • Introductory Courses
      • AMC 10 Training
      • AIME Algebra/Precalculus
      • Number Theory & Counting
      • Advanced Geometry
      • AIME Prep (Short term)
    • Sign Up/ Register
    • Blogs
    • Contact Us
    • FAQ

Neologic Math School

Neologic Math SchoolNeologic Math SchoolNeologic Math School
  • Home
  • 2025 Courses
    • Introductory Courses
    • AMC 10 Training
    • AIME Algebra/Precalculus
    • Number Theory & Counting
    • Advanced Geometry
    • AIME Prep (Short term)
  • Sign Up/ Register
  • Blogs
  • Contact Us
  • FAQ

Math competition courses for middle school students

Four courses - One for each Subject

  • Introduction to Algebra
  • Introduction to Geometry 
  • Introduction to Number Theory 
  • Introduction to Counting & Probability

Prerequisite

  • Students should have finished the AOPS "Prealgebra" book.
  • We recommend starting from Algebra class first

Course Format

  • All courses are online, live via Zoom.
  • Each course has 2 hours of lectures each week. 

Course Meeting time (all in US eastern time)

  • Introduction to Algebra: To be announced
  • Introduction to Geometry: May 2025 - Jan 2026. Sunday 7:00-9:00 PM US Eastern time
  • Introduction to Number Theory: June - August 2025, meeting time to be announced.
  • Introduction to Counting & Probability: Dec. 22, 2024 - April 2025. Sunday 7:00-9:00 PM US Eastern time.

Course Material

  • The AOPS Introductory books
  • Lecture notes
  • Selected problems from past AMC8 and Mathcounts exams

Introduction to Algebra

Session 1

Linear Equations

Multi Variables

Factoring

System of Linear Equations

Ratios/Percentages

Linear Graphing

 Linear Inequalities 

Absolute Values

 More Factorings 

Session 2

Quadratic Equations

Vieta Theorem

Sequences and Series

Exponents

Radicals

Functions

Quadratic Graphing

 Quadratic inequalities 

Introduction to Geometry

Session 1

Lines / Angles

Perimeters / Areas

Triangle Congruence

Similar Triangles

Circle Funky Area

Right Triangles

Area Method

Session 2

Triangle Centers

Quadrilaterals

Polygons

Circle Angles

Power of a Point

Three Dimensions

Trigonometry Introduction

Analytical Geometry

Introduction to Number Theory

One Session

Primes and Composites

Multiples and Divisors

Factorization

More on Divisors

Number Algebra

Number Basis

Decimals and Fractions

Units digit 

Modular Arithmetic 

Divisibility Rules 

Linear Congruence

Introduction to Counting & Probability

One Session

Basic Counting

Counting Techniques

Permutations

Combinations

More on Combinations

Pascal Triangle

Stars & Bars

Probabilities 

Geometry Probability 

Expected Values 

Binomial Theorem

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