A Course in Old and New Geometry II: Basic Euclidean Geometry provides clear definitions of geometric tools and principles and the steps for constructing figures using straightedge and compass. The enumeration of Euclidean tools is comprehensive and serves as a solid foundation for learning reference.

It follows a logical progression, starting with the discussion and its proof, then moving to practical problems and constructions. This structure helps readers build their understanding step by step. The use of figures and diagrams is referenced appropriately, which likely aids in visualizing the geometric concepts.

The proofs and constructions are explained in detail, with step-by-step instructions that make them accessible to readers familiar with basic geometry. It further includes justifications for each construction, such as congruence and parallelism, which reinforces the mathematical rigor.

The book is a thorough and well-structured exploration of Euclidean principles, with a strong focus on mathematical terms and related lessons. It is well-suited for readers with a solid background in geometry who are looking to deepen their understanding of geometric proofs and constructions.

It is a valuable resource for advanced mathematical enthusiasts who would benefit from enhanced accessibility and visual representation to reach a wider audience.