Differential and Integral Calculus
by Virgil Snyder
Publisher: American book company 1902
Number of pages: 348
The derivative is presented rigorously as a limit. Maxima and minima are discussed as the turning values in the variation of a function, with complete graphical representation. The related theories of inflexions, curvature, and asymptotes receive direct and comprehensive treatment.
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by Dan Sloughter
Introduction to calculus based on the hyperreal number system for readers who are already familiar with calculus basics. It covers hyperreals, continuous functions, derivatives, geometric interpretation, optimization, integrals, applications, etc.
by Ian Craw, Stuart Dagger, John Pulham
Introduction of elementary mathematical ideas useful in the study of Engineering. The text covers the derivative, maxima and minima, integration, reduction formulas, complex numbers, matrices, Taylor series, and differential equations.
by John William Mercer - Cambridge University Press
The author has been guided by the conviction that it is much more important for the beginner to understand clearly what the processes of the Calculus mean, and what it can do for him, than to acquire facility in performing its operations.
by Peter Saveliev
This is a traditional first semester course in introductory calculus. The main goal is some familiarity with the derivative and its applications. Topics: Limits; Continuity; Limits; Differentiation; Maximum and minimum values of functions; Integral.