SUMMARY
The discussion centers on the "Art of Problem Solving" (AoPS) textbook series, specifically the books "Introduction to Algebra" and "Introduction to Geometry." Participants agree that purchasing the solution manual is essential for effective learning. The series is designed to build foundational knowledge before progressing to competition-level mathematics, such as MathCounts and AMC. Recommendations for additional rigorous resources include Kisselev's geometry books and Gelfand's texts for trigonometry.
PREREQUISITES
- Familiarity with basic algebraic concepts
- Understanding of geometry fundamentals
- Knowledge of competition mathematics (MathCounts, AMC)
- Experience with advanced algebra texts (e.g., SL Loney, Euclid's Elements)
NEXT STEPS
- Research the "Art of Problem Solving" solution manuals for effective study
- Explore Kisselev's "Planemetry" and "Stereometry" for advanced geometry
- Study Gelfand's trigonometry textbooks for deeper understanding
- Investigate other algebra resources beyond AoPS for broader knowledge
USEFUL FOR
High school students, math enthusiasts, and anyone preparing for mathematics competitions who seeks to strengthen their algebra and geometry skills.