Applied Calculus An Introductory Textbook by Frederick Bisacre - PDF

About this book :-
"Applied Calculus: An Introductory Textbook" by Frederick Bisacre is a classic guide designed to teach "calculus" to students in "engineering", "physics", and other "applied sciences". Unlike highly theoretical texts, it emphasizes practical problem-solving and connects mathematical concepts directly to real-world applications. The book introduces fundamental tools such as "derivatives", "integrals", and limits, providing readers with a solid foundation for understanding natural phenomena and scientific calculations. Bisacre structures the text to be "accessible" for beginners, assuming only basic algebra, geometry, and trigonometry. Each topic is illustrated with examples from electricity, thermodynamics, chemical dynamics, and motion, showing how calculus applies to everyday scientific and engineering problems. Historical notes and short biographies of key mathematicians enrich the learning experience, giving context to the evolution of calculus. The book remains valuable for its clarity, practicality, and focus on applied mathematics. It helps students bridge the gap between theory and application, building confidence in solving scientific problems using calculus. Whether for self-study or classroom use, Bisacre’s work is a timeless resource for anyone seeking a clear, applied introduction to mathematical analysis.

Book Detail :-
Title: Applied Calculus An Introductory Textbook by Frederick Bisacre - PDF
Publisher: Blackie and son limited
Year: 1922
Pages: 482
Type: PDF
Language: English
ISBN-10 #: 1112508996
ISBN-13 #: 978-1112508998
License: Public Domain Work
Amazon: Amazon

About Author :-
The author Frederick Francis Percival Bisacre (1885–1954) was an English "mathematician", "engineer", and textbook author, best known for "Applied Calculus: An Introductory Textbook". Educated at Trinity College, Cambridge, he combined strong mathematical training with practical engineering experience, working at consulting firms before turning to publishing. His work focused on making "calculus" accessible to students of "physics", "engineering", and applied sciences. Bisacre emphasized practical problem-solving using "derivatives" and "integrals", avoiding heavy theoretical formalism.

Book Contents :-
1. General Principles 2. Geometrical and Mechanical Meaning of a Derivative 3. Integration 4. Limits 5. Practical Applications 6. Differentiation and Integration 7. Infinitesimals 8. Integration (Further Applications) 9. Mensuration 10. Successive Differentiation 11. Curvature of Plane Curves 12. Exponential and Logarithmic Functions 13. Some Problems in Electricity and Magnetism 14. Some Problems in Chemical Dynamics 15. Some Problems in Thermodynamics Miscellaneous Exercises

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