About Us

Math shortcuts, Articles, worksheets, Exam tips, Question, Answers, FSc, BSc, MSc

More about us

Keep Connect with Us

  • =

Login to Your Account

Solid Geometry: with Problems and Applications by Slaught & Lennes




Solid Geometry: with Problems and Applications - Table of Contents

  • 1. Properties of the Plane
  • 2. Regular Polyhedrons
  • 3. Prisms and Cylinders
  • 4. Pyramids and Cones
  • 5. Geometry of the Sphere
  • Appendix I. Similar Solids
  • Appendix II. Applications of Orthographic Projection
  • Appendix III. Theory of Limits

What You Will Learn in Solid Geometry: with Problems and Applications

Solid Geometry with Problems and Applications by Herbert Ellsworth Slaught and N.J. Lennes is an influential mathematical work designed to transition students from two-dimensional figures to spatial reasoning. Written to address traditional learning hurdles, this open-access resource emphasizes practical application alongside formal proofs. It provides an accessible entry point for students seeking foundational solid geometry principles learning in secondary and undergraduate courses.

The curriculum systematically explores spatial concepts, including lines and planes in space, polyhedrons, cylinders, cones, and spheres. By integrating real-world engineering and architectural problems, Slaught and Lennes help learners visualize complex 3D structures clearly. Step-by-step exercise sets build critical analytical skills, enabling students to evaluate spatial relationships and execute precise volume and surface area calculations with confidence.

Widely respected for its pedagogical foresight, this classic text remains a valuable asset for mathematics instructors, curriculum specialists, and independent scholars. Slaught’s intuitive teaching framework equips self-taught learners with classical spatial reasoning geometry solutions, establishing a strong mathematical foundation for advanced study in calculus, physics, and engineering.

Book Details & Specifications

Title: Solid Geometry: with Problems and Applications by Slaught & Lennes
Publisher: Allyn and Bacon
Year: 1919
Pages: 242
Type: PDF
Language: English
ISBN-10 #: 1437085423
ISBN-13 #: 978-1437085426
License: Public Domain Work
Amazon: Amazon

About the Author: Herbert Ellsworth Slaught and N.J. Lennes

The author Herbert Ellsworth Slaught and N.J. Lennes were distinguished American mathematicians and educators who revolutionized college mathematics instruction. Slaught, a prominent professor at the University of Chicago and co-founder of the Mathematical Association of America (MAA), partnered with Lennes, a brilliant educator and author from the University of Montana, to create widely acclaimed textbooks.

Together, they transformed secondary and higher mathematics curricula across the United States by bridging abstract theory with practical applications. Their collaborative works remain historically significant benchmarks for scholars researching twentieth century American mathematics pedagogy and textbook development.


Free Elementary Geometry Books PDF - Basic Geometry Library

A Text-Book of Geometry - Wentworth & Smith | Free PDF
Download Plane Geometry by Wentworth & Smith in PDF. A high school geometry textbook covering lines, angles, triangles, polygons, and circle theorems.
Plane Geometry - Wentworth & Smith | Free PDF Download
Download Plane Geometry by George Wentworth & David E. Smith in free PDF. Features rectilinear figures, circles, polygons, areas, and classic proofs.
Solid Geometry - Slaught & Lennes | Free PDF Download
Download Solid Geometry Problems and Applications by Herbert Ellsworth Slaught in PDF. Master 3D geometric principles and proofs with clear examples.
Elementary College Geometry - Henry Africk | Free PDF
Download Elementary College Geometry by Henry Africk in PDF. Learn plane geometry, logical proofs, triangles, and circles with this clear textbook.
Elementary Geometry Practical & Theoretical - Godfrey | PDF
Download Elementary Geometry Practical & Theoretical by C. Godfrey PDF. Master classic geometric constructions and proofs with clear examples.

Replica Handbags Imitation Sacs Imitazioni Borse Replica Taschen Tassen Replica Replica Louis Vuitton Bolsos реплики Louis Vuitton repliky Louis Vuitton louis vuitton replika repliki Louis Vuitton replica Louis Vuitton Replica Christian Dior Replica Fendi Replica Prada Replica Saint Laurent Replica Balenciaga bag Replica Bottega Veneta bag Replica Bvlgari bag Replica Celine bag imitation Balenciaga sac imitation Bottega Veneta sac imitation Bvlgari sac imitation Celine sac imitazioni Saint Laurent borse imitazioni Balenciaga borse imitazioni Bottega Veneta borse imitazioni Bvlgari borse Replica Fendi Taschen Replica Miu Miu Taschen Replica Givenchy Taschen Replica Chloe Taschen Replica Dior tassen Replica Fendi tassen Replica Hermes tassen Replica Balenciaga tassen imitacion Chloe Bolsos imitacion Givenchy Bolsos imitacion Miu Miu Bolsos imitacion Prada Bolsos


Mathematics Book Categories

.