Math Competition Training

AMC / AIME / USAMO / MATHCOUNTS comprehensive coverage, systematic training for top scores

Course Introduction

Course Introduction

The EDUBUS Math Competition Training program is built by an experienced team of competition coaches, targeting AMC8, AMC10, AMC12, AIME, and USAMO math competitions with a complete training path from beginner to award winner. The course uses a tiered teaching model, combining detailed problem explanations, mock competitions, and personalized tutoring to help students achieve score breakthroughs in the shortest time. Our students consistently achieve excellent results, with many advancing to AIME and USAMO.

AMC 8 / AMC 10 / AMC 12AIME (American Invitational Mathematics Examination)USAMO (USA Mathematical Olympiad)MATHCOUNTS

Course Features

Course Features

Systematic Knowledge Framework

From foundational number theory, algebra, and geometry to combinatorics, build a complete competition knowledge framework with progressive skill development.

Real Exam Practice

Curated past AMC/AIME problems for targeted training, summarizing exam patterns and mastering efficient problem-solving strategies.

Competition Mindset Development

Focus on training mathematical thinking methods, cultivating creative problem-solving abilities and logical reasoning skills.

Expert 1-on-1 Tutoring

One-on-one guidance from award-winning competition coaches, precisely targeting and strengthening each student's weak areas.

Target Students

Target Students

1

Students with a strong interest in mathematics who want to achieve outstanding results in competitions

2

Students planning to apply to top U.S. universities who need math competition awards to strengthen their profile

3

Grade 6-12 students with a solid math foundation who wish to advance further

4

Students who want to break through AMC/AIME high-score plateaus through systematic training

Curriculum

Curriculum

Foundation

  • Number theory fundamentals and advanced topics
  • Algebraic equations and inequalities
  • Basic geometry theorems and proofs
  • Elementary combinatorics and probability

Advanced

  • AMC-specific problem type breakthroughs
  • AIME challenging problem techniques
  • Mathematical modeling and applications
  • Competition strategy and time management

Sprint

  • Full-length mock exams
  • Error analysis and gap identification
  • Mental preparation and test-taking techniques
  • Personalized score improvement plan

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