Throughout this unit, participants engage in various activities to enhance their understanding and appreciation of geometry. These activities provide a solid foundation in geometry and an enriched perspective on its significance in various domains. Part 1 of Geometric Structures examines concepts in Euclidean and proofs.  Participants learn about different types of proofs, problem-solving, dynamic geometric software, and the properties of betweenness. In Part 2, participants continue exploring fundamental concepts, axioms, theorems, and their practical applications. Exploration encompasses Euclidean and non-Euclidean geometries, delving into the works of renowned mathematicians and uncovering the philosophical implications that arise from the development of this field.

 

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