Integral Calculus for Beginners by Joseph Edwards - PDF
About this book :-
"Integral Calculus for Beginners: with an Introduction to the Study of Differential Equations" by "Joseph Edwards" is a classic textbook created to help students understand the essential concepts of "calculus" with clarity and simplicity. Written in the late 19th century, the book serves as an excellent introduction to the study of "integration", guiding beginners through the subject step by step.
The text covers fundamental topics such as integration rules, substitution, partial fractions, and integration by parts. Edwards also explains the use of definite and indefinite integrals and their practical applications in geometry and physics. His clear examples and detailed exercises make it easy for learners to build both confidence and skill in solving calculus problems.
This book remains a valuable educational resource for those new to mathematics, helping students connect abstract theory with real-world problems. Through its structured lessons and straightforward approach, "Integral Calculus for Beginners" continues to be recognized as one of the best early guides for mastering "integration".
Book Detail :-
Title:
Integral Calculus for Beginners by Joseph Edwards - PDF
Publisher:
Macmillan and co
Year:
1896
Pages:
336
Type:
PDF
Language:
English
ISBN-10 #:
3337972500
ISBN-13 #:
978-3337972509
License:
Public Domain Work
Amazon:
Amazon
About Author :-
The author
Joseph Edwards
(1854–1931) was a British "mathematician" and educator known for his clear and practical approach to teaching. As a scholar at Cambridge, he focused on simplifying complex mathematical ideas for students through detailed examples and logical explanations. He authored several influential books, including "Integral Calculus for Beginners" and "Differential Calculus for Beginners", which helped make "calculus" accessible to learners. His works remain valued for their clarity, structure, and lasting contribution to "mathematics" education.
Book Contents :-
1. Notation, Summation, Applications.
2. General Method. Standard Forms.
3. Method Of Substitution.
4. Integration By Parts.
5. Partial Fractions.
6. Sundry Standard Methods.
7. Reduction Formulae.
8. Miscellaneous Methods.
9. Rectification.
10. Quadrature.
11. Surfaces And Volumes Of Solids Of Revolution.
12. Second-Order Elements Of Area. Miscellaneous Applications.
13. Equations Of The First Order.
14. Equations Of The First Order (Continued).
15. Equations Of The Second Order. Exact Differential Equations.
16. Linear Differential Equation With Constant Coefficients.
17. Orthogonal Trajectories. Miscellaneous Equations.
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