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At Andrews, math is more than just lecture and problem solving -- it's a journey of exploration into the world of numbers and patterns!
Explore local curve theory, curvature, Frenet-Serret formulas, and the Fundamental Theorem of Curves in this comprehensive introduction to differential geometry.
Explore fundamental concepts of Graph Theory, from social distancing applications to advanced theorems, enhancing problem-solving skills and mathematical understanding.
Explore fascinating mathematical concepts like knots, cyphers, and encryption through engaging topics such as magic squares, Pascal's triangle, and Eulerian paths.
Learn essential calculus concepts from derivatives to integrals, including the Fundamental Theorem of Calculus and integration techniques like u-substitution.
Comprehensive exploration of advanced calculus topics including sequences, series, and power series, providing a solid foundation for further mathematical studies.
Explore advanced mathematical concepts including differential equations, focusing on specific sections like polar coordinates and complex analysis techniques.
Explore calculus fundamentals, from limits and continuity to derivatives and optimization, with practical examples and in-depth explanations of key concepts and techniques.
Explore the concept of limits in calculus, covering definitions, asymptotes, limit laws, continuity, and the Intermediate Value Theorem through practical examples and theorems.
Learn to calculate derivatives using various rules and techniques, from basic power and chain rules to advanced logarithmic and implicit differentiation methods.
Explore advanced calculus concepts including extrema, graphing techniques, L'Hospital's Rule, optimization problems, and related rates through practical applications and problem-solving.
Explore impossible geometry problems and field extensions, from classic constructions to Gauss' 17-gon. Learn advanced constructibility concepts using compass, straightedge, and marked ruler.
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