Introductory Mathematical Analysis by W.P. Webber, L.C. Plant
Introductory Mathematical Analysis - Table of Contents
- 1. Review of Algebra & Geometrical Theorems
- 2. Methods of Calculation & Graphic Representation
- 3. Ratio, Proportion, and Variation
- 4. Rectangular Coordinates & Equation Graphs
- 5. Numbers, Variables, Functions, and Limits
- 6. Circular Trigonometric Functions
- 7. Polar Coordinates, Complex Numbers & Vectors
- 8. Algebraic Equations
- 9. Linear Functions and Straight Lines
- 10. Higher Degree Equations and Graphs
- 11. Transformation of Coordinates
- 12. Conic Sections
- 13. Limits, Derivatives, and Applications
- 14. Infinite Series
- 15. Transcendental Functions
- 16. Principles of Integration
- 17. Comprehensive Review Exercises
What You Will Learn in Introductory Mathematical Analysis
Introductory Mathematical Analysis by W.P. Webber and L.C. Plant provides a robust and methodical transition from elementary algebra and geometry to the rigorous foundations of higher mathematics. The text bridges foundational calculation techniques with advanced analytical reasoning, covering essential topics such as: Algebraic Review and Geometrical Theorems, Graphical Representation of Equations and Functions, Polar Coordinates and Complex Numbers, Limits, Derivatives, and Applications, and Infinite Series and Integration.
Designed specifically for university students, this work serves as an indispensable reference for learners seeking a solid footing in classical calculus and applied mathematical analysis. Webber and Plant emphasize conceptual clarity and graphical intuition, helping students connect geometric representations with rigorous algebraic formulations.
Recognized as a classic developmental text in mathematical analysis, it equips readers with the critical problem-solving skills required for advanced coursework in science, engineering, and higher mathematics.
Book Details & Specifications
Title:
Introductory Mathematical Analysis by W.P. Webber, L.C. Plant
Publisher:
John Wiley & sons
Year:
1919
Pages:
332
Type:
PDF
Language:
English
ISBN-10 #:
B01D69KGX2
ISBN-13 #:
License:
Public Domain Work
Amazon:
Amazon
About the Author: W. Paul Webber
The author W. Paul Webber
and L.C. Plant were accomplished American mathematicians and educators dedicated to advancing the pedagogical methods of early college-level mathematics.
Through Introductory Mathematical Analysis, they established a structured, intuitive approach to calculus and analytical geometry. Their focus on practical calculation paired with theoretical rigor makes this textbook a valuable historical and instructional resource for mathematics students.
Read or Downloadable Introductory Mathematical Analysis
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