A Treatise on the Differential Calculus With Numerous Examples by Isaac Todhunter

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About this book :-
This is a classic mathematics textbook designed to teach differential calculus in a clear and structured way. The book explains the rules of calculus step by step and gives lots of examples to help students understand. It includes detailed explanations, formal definitions, and a large number of worked examples to help students understand the principles and applications of calculus. It is suitable for both beginners and those seeking a deeper understanding of the subject. A reader who is without the assistance of a tutor may be enabled to acquire a, competent acquaintance with the subject.

Book Detail :-
This book has following details information.
Title: A Treatise on the Differential Calculus With Numerous Examples by Isaac Todhunter
Publisher: Macmillan, London
Year: 1890
Pages: 440
Type: PDF
Language: English
ISBN-10 #: 054864070X
ISBN-13 #: 978-0548640708
License: N\A
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About Author :-
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Book Contents :-
This book has following table of contents.
1. Definitions, Limit, Infinite 2. Definition of a differential coefficient. Differential coefficient of a sum, product, and quotient 3. Differential coefficients of simple functions 4. Differential coefficients of the inverse trigonometrical functions and of complex functions 5. Successive differentiation 6. Expansion of functions in series 7. Examples of expansion of functions 8. Successive differentiation. Differentiation of a function of two variables 9. Lagrange s theorem and Laplace s theorem 10. Limiting values of functions which assume an indeter minate form 11. Differential coefficient of a function of functions and of implicit functions 12. Change of the independent variable 13. Maxima and minima values of a function of one variable 14. Expansion of a function of two independent variables 15. Maxima and minima values of a function of two inde pendent variables 16. Maxima and minima values of a function of several variables 17. Elimination of constants and functions 18. Tangent and normal to a plane curve 19. Asymptotes 20. Tangents and asymptotes of curves referred to polar co-ordinates 21. Concavity and convexity 22. Singular points 23. Differential coefficient of an arc, an area, a volume, and a surface 24. Contact. Curvature. Evolutes and Involutes 25. Envelops 26. Tracing of curves 27. On differentials 28. Miscellaneous Propositions

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