Meetkundig Schoolboek cover

Meetkundig Schoolboek

Rating 2.0
Word count
193K words
Chapters
20

Tags

Summary

Project Gutenberg was the first provider of free electronic books, or eBooks. Michael Hart, founder of Project Gutenberg, invented eBooks in 1971 and his memory continues to inspire the creation of eBooks and related technologies today.Meetkundig Schoolboek by Hendrik SluijtersAuthor: Sluijters, Hendrik, 1807-1859,Language: Dutch, Class: QA: Science: Mathematics, Release Date: Apr 1, 2004

Editor's review

This is a nineteenth-century Dutch geometry textbook. Its author, Sluijters, was born in 1807, and the book has been prepared by Project Gutenberg as a free e-book. As an old school textbook, its value lies mainly in the history of education and mathematics: it allows observation of how geometry was organized, defined, and exercised in the classroom of the time, and an understanding of early modern European basic mathematics education. The geometric knowledge itself is mostly public-domain common knowledge, so today's readers will not find cutting-edge content in it; but from the perspective of textbook evolution or Dutch scientific literature, it is usable primary material. Read it as historical source material rather than a self-study textbook, with background knowledge in the history of mathematics, and note that old textbooks use notation and phrasing different from today's.

Who it's for

A good fit for

  • Scholars of mathematics education history and old textbooks
  • Language researchers needing samples of Dutch scientific literature
  • Readers interested in nineteenth-century European basic education
  • Collectors of public-domain mathematical texts from Project Gutenberg

Not a good fit for

  • Contemporary Chinese students wanting to systematically self-study geometry
  • General readers without Dutch reading ability
  • Readers expecting modern teaching methods and exercise systems

Reading tips

  1. Skim the table of contents and definitions first to understand how the old textbook organizes knowledge, then read selected chapters.
  2. Read alongside a modern geometry textbook, noting differences in terminology, notation, and proof style.
  3. Excerpt it as material for the history of mathematics, focusing on how the textbook introduces concepts and arranges exercises.
  4. Readers with limited Dutch can read slowly with a dictionary, focusing on structure and examples rather than word-for-word translation.

About the publisher

Project Gutenberg United States · Founded in 1971

Project Gutenberg is a digital publishing project focused on public-domain ebooks. Its publishing direction centers on classic literary works whose copyright has expired, covering genres such as poetry, drama, fiction, and epic. Representative books include Lyrical Ballads by Wordsworth and Coleridge, Proust's Du côté de chez Swann, Shakespeare's Macbeth and The Complete Works of William Shakespeare, Homer's The Iliad, Dante's La Divina Comèdia: Purgatòri, Cervantes's The History of Don Quixote, Volume 2, and Grahame's The Wind in the Willows. Its author resources consist mainly of classic Western writers such as Wordsworth, Proust, Shakespeare, Homer, Dante, Cervantes, Grahame, and Tolstoy. Its publishing feature is the provision of freely accessible ebooks in EPUB and Kindle formats; it is not a traditional publisher, and publicly available information is limited.

Contents

  1. 1
  2. 2
  3. 3
  4. 4
  5. 5
  6. 6
  7. 7
  8. 8
  9. 9
  10. 10
  11. 11
  12. 12
  13. 13
  14. 14
  15. 15
  16. 16
  17. 17
  18. 18
  19. 19
  20. 20

FAQ

Can this book be used to learn geometry?
It is not recommended as a contemporary geometry self-study textbook. It is a nineteenth-century Dutch schoolbook whose notation, phrasing, and teaching sequence differ considerably from today's, and the language barrier is high. If your goal is to learn geometry, choose a modern textbook; this book is better read as material for the history of mathematics education.
What language is this book in?
Sources indicate the book is in Dutch, released as a free e-book by Project Gutenberg. Chinese readers need Dutch foundations or translation tools, and should note that old spelling may cause comprehension difficulties.
Is the mathematical content outdated?
Basic geometric knowledge itself is public-domain common knowledge and is not outdated; but as a textbook, its organization, symbols, and teaching philosophy bear clear marks of their era. Its value for today's readers lies more in history and educational research than in acquiring new mathematical knowledge.
What kind of reading is the Gutenberg e-edition suited to?
Electronic text is easy to search and excerpt, suitable for research browsing rather than reading cover to cover. It is best combined with background materials on the history of mathematics and read by topic, noting that the e-edition lacks modern annotations and introductions, so readers must supply context themselves.

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About the author

Sluijters, Hendrik, 1807-1859 Author · 1807–1859

Hendrik Sluijters (1807–1859) was an author active in the first half of the nineteenth century whose biographical details remain very limited in publicly available sources; his exact nationality, education, and professional career are not clearly established. What can be confirmed is that he left behind a single work entitled Meetkundig Schoolboek, a title meaning "Geometry Schoolbook." Judging from the title, it is an introductory geometry textbook intended for classroom teaching, belonging to the kind of elementary mathematics instructional material common in nineteenth-century Europe. Written in Dutch, the book would have covered basic geometric concepts, properties of figures, and methods of measurement, with language kept clear and simple for classroom instruction and independent study. Because this is his only surviving work and biographical material is scarce, later discussion of his writing style and educational influence is limited, and researchers can generally understand his intellectual orientation and pedagogical concerns only through this textbook itself.