- New
Searching the catalog…
Calculus of One Variable
₹395.00
Overview of Calculus of One Variable Book
| Title | Calculus of One Variable |
| Author | Hirst Keith E. |
| ISBN-13 | 9788184894790 |
| Publication | SPRINGER-STAR |
Understanding the techniques and applications of calculus is at the heart of mathematics, science and engineering. This book presents the key topics of introductory calculus through an extensive, well-chosen collection of worked examples, covering: - algebraic techniques, - functions and graphs, - an informal discussion of limits, - techniques of differentiation and integration, - Maclaurin and Taylor expansions, - geometrical applications. Aimed at first-year undergraduates in mathematics and the physical sciences, the only prerequisites are basic algebra, coordinate geometry and the beginnings of differentiation as covered in school. The transition from school to university mathematics is addressed by means of a systematic development of important classes of techniques, and through careful discussion of the basic definitions and some of the theorems of calculus, with proofs where appropriate, but stopping short of the rigour involved in Real Analysis. The influence of technology on the learning and teaching of mathematics is recognised through the use of the computer algebra and graphical package MAPLE to illustrate many of the ideas. Readers are also encouraged to practice the essential techniques through numerous exercises which are an important component of the book. Supplementary material, including detailed solutions to exercises and MAPLE worksheets, is available via the web.
-
For General Enquiries E-mail support@madrasshoppe.com
-
COD Available. Delivery Time 4 - 7 Working Days in India.
-
Trusted by over 100K+ customers. Verified and Trusted Cashfree Online Payment
Overview of Calculus of One Variable Book
Understanding the techniques and applications of calculus is at the heart of mathematics, science and engineering. This book presents the key topics of introductory calculus through an extensive, well-chosen collection of worked examples, covering: - algebraic techniques, - functions and graphs, - an informal discussion of limits, - techniques of differentiation and integration, - Maclaurin and Taylor expansions, - geometrical applications. Aimed at first-year undergraduates in mathematics and the physical sciences, the only prerequisites are basic algebra, coordinate geometry and the beginnings of differentiation as covered in school. The transition from school to university mathematics is addressed by means of a systematic development of important classes of techniques, and through careful discussion of the basic definitions and some of the theorems of calculus, with proofs where appropriate, but stopping short of the rigour involved in Real Analysis. The influence of technology on the learning and teaching of mathematics is recognised through the use of the computer algebra and graphical package MAPLE to illustrate many of the ideas. Readers are also encouraged to practice the essential techniques through numerous exercises which are an important component of the book. Supplementary material, including detailed solutions to exercises and MAPLE worksheets, is available via the web.
Book Type :
Calculus
Book Binding :
Not Available
Language :
English
No. of Pages :
278 Pages
ISBN - 10 :
8184894791
ISBN - 13 :
9788184894790
Calculus of One Variable Published On :
1 January 2010
Publisher :
Springer Nature (SIE)
Edition :
Not Available
About Hirst Keith E.:
Hirst Keith E. is the author of Calculus of One Variable.
Disclaimer:
- Calculus of One Variable book is not for reading online or for free download in PDF or eBook format.
- Table of Contents, Index, Syllabus, summary and image of Calculus of One Variable may be of a different edition or of the same title.
- Price can change due to reprinting, price change by publisher or sourcing cost change for imported books.
Reviews (0)
Overview of Calculus of One Variable Book
| Title | Calculus of One Variable |
| Author | Hirst Keith E. |
| ISBN-13 | 9788184894790 |
| Publication | SPRINGER-STAR |
Understanding the techniques and applications of calculus is at the heart of mathematics, science and engineering. This book presents the key topics of introductory calculus through an extensive, well-chosen collection of worked examples, covering: - algebraic techniques, - functions and graphs, - an informal discussion of limits, - techniques of differentiation and integration, - Maclaurin and Taylor expansions, - geometrical applications. Aimed at first-year undergraduates in mathematics and the physical sciences, the only prerequisites are basic algebra, coordinate geometry and the beginnings of differentiation as covered in school. The transition from school to university mathematics is addressed by means of a systematic development of important classes of techniques, and through careful discussion of the basic definitions and some of the theorems of calculus, with proofs where appropriate, but stopping short of the rigour involved in Real Analysis. The influence of technology on the learning and teaching of mathematics is recognised through the use of the computer algebra and graphical package MAPLE to illustrate many of the ideas. Readers are also encouraged to practice the essential techniques through numerous exercises which are an important component of the book. Supplementary material, including detailed solutions to exercises and MAPLE worksheets, is available via the web.