One of the most commendable aspects of Rothe's writing is his clarity and pedagogical approach. He employs precise language and clear definitions, ensuring that even readers new to the subject can grasp the material. Including numerous illustrations and diagrams enhance comprehension; as visual aids are crucial in geometry. Moreover, Rothe integrates a variety of exercises and problems that encourage active engagement, fostering a deeper understanding of the concepts presented.

In A Course in Old and New Geometry II: Basic Euclidean Geometry, Franz Rothe has crafted a valuable resource for anyone interested in understanding the principles of Euclidean geometry. His ability to connect historical perspectives with modern applications creates a rich learning experience that transcends rote memorization. This book is not only a teaching tool but also a source of inspiration for those seeking to deepen their mathematical knowledge.

This book is highly recommended for mathematics educators, students, and anyone interested in the foundations of geometry. Rothe's approach makes it accessible yet rigorous, ensuring that readers gain a solid grounding in the essentials of Euclidean geometry while appreciating its historical context and modern relevance. Whether used as a textbook or for self-study, Basic Euclidean Geometry is a noteworthy addition to any mathematical library.