Calculus with Analytic Geometry – Edwards & Penney – 4th Edition


A leaner, crisper, more accessible edition (according to the preface), for the widening range of who need of the basic concepts. No bibliography. Annotation copyright News, Inc. Portland, Or.

This text covers the contents of a calculation course of one and several variables. In this edition the subjects have been adequate for a course of calculation more accessible; historical and biographical notes have been added, as well as projects with graphing calculators and labs (with options for Derive, Maple and Mathematica), since experience suggests that the use of can make the calculation more and accessible to the students. Likewise, the number of figures has doubled to illustrate a focus of more deliberation and in problem solving.

Table of Content

1. Functions and graphs
2. Prelude to the calculation
3. The derivative
4. Additional applications to the derivative
5. The integral
6. Applications of integral
7. Exponential and logarithmic functions
8. More about the calculation of transcendent functions
9. Integration techniques
10. Polar coordinates and conic sections
11. Endless series
12. Parametric curves and vectors in the plane
13. Vectors, curves and surfaces in space
14. Partial traversal
15. Multiple Integrals
16. Vector analysis

1 Comment

  • Feedback: Leave your comments here!

    Your opinions and comments would be greatly appreciated.
    If you have comments or questions we've added this section so that we might have a dialogue with you.

Complete all fields

3 × two =