**Calculus Unlimited**

by Jerrold E. Marsden, A. Weinstein

**Publisher**: Benjamin-Cummings Publishing Co. 1981**ISBN/ASIN**: 0805369325**ISBN-13**: 9780805369328**Number of pages**: 246

**Description**:

This text presents an alternative treatment of calculus using the method of exhaustion for the derivative and integral in place of limits. With the aid of this method, a definition of the derivative may be introduced in the first lecture of a calculus course for students who are familiar with functions and graphs. This book is for calculus instructors and students interested in trying an alternative to limits.

Download or read it online for free here:

**Download link**

(8MB, PDF)

## Similar books

**Relationships, Change and Mathematical Analysis**

by

**Roy McWeeny**-

**Learning Development Institute**

This book deals with the mathematics we need in describing the relationships among the quantities we measure in Physics. This leads us into the study of relationships and change, the starting point for Mathematical Analysis and the Calculus.

(

**3094**views)

**Engineering Mathematics 1**

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.

(

**10113**views)

**Calculus Without Limits**

by

**John C. Sparks**-

**Sparrow Hawk Treasures**

Original exposition of single-variable calculus using the classic differential approach. It is the first new calculus book that deliberately minimizes the use of limits, one of the major stumbling blocks standing in the way of calculus students.

(

**12122**views)

**Calculus with Analytic Geometry**

by

**Richard H. Crowell, William E. Slesnick**-

**W W Norton & Co Inc**

Contents: Functions, Limits, and Derivatives; Conic Section; Integration; Logarithms and Exponential Functions; Trigonometric Functions; Techniques of Integration; The Definite Integral; Infinite Series; Geometry in the Plane; Differential Equations.

(

**4168**views)