Problems and Solutions in Euclidean Geometry, by M. N. Aref and William Wernick, is a classic problem-solving book for readers who want to go beyond elementary geometry and develop stronger techniques in Euclidean proofs.
The book is organized around major themes such as triangles and polygons, areas, circles and tangency, ratio and proportion, loci and transversals, harmonic and symmedian geometry, inversion, and space geometry.
Each chapter combines short theoretical summaries with solved problems and further exercises, making the book particularly useful for students preparing for mathematical competitions or simply wishing to strengthen their geometric intuition.
The book is not intended as a first introduction to geometry. Its real value lies in showing how classical Euclidean theorems can be used creatively in non-routine problems, with many examples, exercises, and hints.
📌 Book details
M. N. Aref & William Wernick
Problems and Solutions in Euclidean Geometry
Dover Publications — originally published in 1968.
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