An Elementary Treatise On The Differential Calculus by Joseph Edwards - PDF

About this book :-
"An Elementary Treatise on the Differential Calculus" by "Joseph Edwards" is a comprehensive and influential work that explains the foundations of "differential calculus" with exceptional clarity and precision. Written for students and scholars, the book introduces the principles of limits, functions, and derivatives, providing a structured path to understanding one of mathematics’ most essential branches. Edwards’s treatise stands out for its logical organization and detailed examples that simplify complex analytical concepts. It guides readers through the process of differentiation and its real-world applications in science and engineering. Each chapter builds progressively, allowing learners to develop both theoretical knowledge and problem-solving skills in "mathematical analysis". Beyond its instructional value, the book represents a key milestone in the evolution of "calculus" education. It reflects the intellectual rigor of 19th-century mathematics and remains a vital resource for understanding how modern analytical methods were formed. Ideal for mathematics students, educators, and history enthusiasts, Joseph Edwards’s work continues to inspire those seeking a deeper grasp of differential principles and their lasting significance in the advancement of scientific thought.

Book Detail :-
Title: An Elementary Treatise On The Differential Calculus by Joseph Edwards - PDF
Publisher: Macmillan and Co. Ltd
Year: 1892
Pages: 546
Type: PDF
Language: English
ISBN-10 #: 9353954932
ISBN-13 #: 978-9353954932
License: Public Domain Work
Amazon: Amazon

About Author :-
The author Joseph Edwards was a 19th-century "English mathematician" known for his clear and precise approach to teaching "differential calculus". He focused on making complex concepts accessible to students, emphasizing logic and understanding over rote memorization. Edwards authored "An Elementary Treatise on the Differential Calculus", a structured guide covering limits, functions, and derivatives. His work helped shape the teaching of "mathematical analysis" in England and remains a valuable resource for learners and educators.

Book Contents :-
1. Definitions; Limits 2. Fundamental Propositions 3. Standard Forms 4. Successive Differentiation 5. Expansions 6. Partial Differentiation; Applications to Plane Curves 7. Tangents and Normals 8. Asymptotes 9. Singular Points 10. Curvature 11. Envelopes 12. Curve Tracing 13. On Some Well-Known Curves 14. Undetermined Forms 15. Maxima and Minima — One Independent Variable 16. Maxima and Minima — Several Independent Variables 17. Elimination 18. Expansions (Continued from Chapter V) 19. Change of the Independent Variable 20. Miscellaneous Theorems

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