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The Path-Way to Knowledg Containing the First Principles of Geometrie   By: (1510?-1558)

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In "The Path-Way to Knowledge Containing the First Principles of Geometrie," Robert Record takes readers on an insightful journey into the world of geometry. As a mathematical treatise, this book serves as an essential foundation for anyone seeking to gain a comprehensive understanding of this field.

One of the notable strengths of the book is its clear and systematic presentation of geometric principles. Record breaks down complex ideas into manageable concepts, making it accessible to beginners. With a logical progression from basic to more advanced topics, the author ensures that readers grasp the fundamentals before moving forward. This approach allows for a solid foundation upon which to build further knowledge.

Record's explanations are thorough and detailed, providing readers with a well-rounded comprehension of each principle. Moreover, the author effectively employs visual aids, such as diagrams and illustrations, to enhance readers' understanding. These visuals not only facilitate comprehension but also encourage engagement with the material.

Another commendable aspect of the book is its practical applications of geometry. While it is crucial to understand the underlying principles, Record emphasizes the significance of geometry in real-world scenarios. By offering relevant examples and applications, the author bridges the gap between theory and practice, showcasing the immense value of geometry in various fields.

In terms of structure, "The Path-Way to Knowledge" is well-organized, with each chapter building upon the previous one. The progression of topics follows a logical order, allowing readers to navigate through the book seamlessly. Furthermore, the inclusion of exercises and practice problems at the end of each chapter encourages readers to actively apply what they have learned.

However, one potential drawback of this book is its language. As a text originally published in the 16th century, some readers may find the language somewhat archaic and challenging to grasp at times. However, with a little patience and persistence, readers can familiarize themselves with the style, making it an enjoyable and rewarding process.

Overall, Robert Record's "The Path-Way to Knowledge Containing the First Principles of Geometrie" is an excellent resource for anyone interested in acquiring a solid foundation in geometry. With its clear explanations, practical applications, and systematic approach, the book presents an invaluable resource for both beginners and intermediate learners. Whether for self-study or as a supplementary guide, this book serves as an indispensable tool for those seeking to delve into the fascinating world of geometry.

First Page:

[Transcriber’s Note:

This e text includes characters that require UTF 8 (Unicode) file encoding:

ã ẽ ĩ õ ũ (vowels with overline, shown here as tilde) ἐίπερ γὰρ ἀδικεῖμ χρὴ (Greek, mainly in the Introduction)

If any of these characters do not display properly in particular, if the diacritic does not appear directly above the letter or if the apostrophes and quotation marks in this paragraph appear as garbage, make sure your text reader’s “character set” or “file encoding” is set to Unicode (UTF 8). You may also need to change the default font. As a last resort, use the ASCII version of the file instead.

Unless otherwise noted, spelling, punctuation and capitalization are unchanged. Details are given at the end of the e text, along with transliterations of all Greek words and phrases. Superscripts are shown with a caret ^, adding {braces} where necessary for clarity.


right line = straight line gemow (line) = parallel [gemew = twin] square = quadrilateral (also spelled squire, squyre) also = angle square as described under hexagons (“siseangles”) likeiamme = parallelogram [iam(me) = jamb = limb, side] longsquare = rectangle touch line = tangent cantle = segment of a circle [cantle = slice] ]

The pathway to KNOWLEDG, CONTAI NING THE FIRST PRIN ciples of Geometrie, as they may moste aptly be applied vn to practice, bothe for vse of instrumentes Geome tricall, and astrono micall and also for proiection of plattes in euerye kinde, and therfore much ne cessary for all sortes of men... Continue reading book >>

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