Elements of the Differential and Integral Calculus with Applications (eBook, ePUB)
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This book is intended for various colleges and technical universities of India. The object has been to present the Calculus and some of its important applications simply and concisely. The book will be found to be adapted to the needs of the mathematical student, and also will enable the engineer to get that knowledge of the Calculus which is required by him in order to make practical applications of the subject. All of the formulas for differentiation are established by the method of limits. This method is preferred because it is more readily understood, and rigorous than the method of infini...
This book is intended for various colleges and technical universities of India. The object has been to present the Calculus and some of its important applications simply and concisely. The book will be found to be adapted to the needs of the mathematical student, and also will enable the engineer to get that knowledge of the Calculus which is required by him in order to make practical applications of the subject. All of the formulas for differentiation are established by the method of limits. This method is preferred because it is more readily understood, and rigorous than the method of infinitesimals. Moreover, it has the great advantage of being a familiar method, as the student has previously used it in Algebra and Geometry. But the differential notation is fully explained, particularly in the investigations of the Introduction to Integral Calculus.Thus the essential unity of the two branches of the Calculus is emphasized. The whole subject is made more intelligible. The principal applications of the Calculus, as in Maxima and Minima, Radius of Curvature, etc., are treated at some length, while less important subjects are treated much more briefly.A large number of carefully selected examples, some original ones, and numerous practical numerical problems from mechanics and different branches of applied mathematics are given. A table of Integrals, arranged for convenience of reference, is appended.
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