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Differential Calculus for Beginners / by Joseph Edwards

By: Material type: TextTextSeries: Classic Texts SeriesPublication details: New Delhi: Arihant,Description: p.202ISBN:
  • 9789388127417
Subject(s): DDC classification:
  • 515.33 EDW-D
Summary: The Classic Texts Series is only one of its kind selections of classic pieces that started off as a bestseller and continues to be the same today as well. These classic texts have been designed to work as elementary textbooks, which help the students in building the concepts to prepare for various competitive examinations.The present edition of ‘Differential Calculus for Beginners’ for engineering aspirants is based on the premise that problems in calculus are difficult but they are workable. The book covers the calculus concepts and strategies solving the problems by breaking them down into easily manageable steps. The elaboration of the concepts is simple and engaging with a clear objective of taking out the mystique attached with the calculus problems. The revised edition contains all types of questions i.e. Single Correct Answers, Multiple Correct Answers, Multiple Correct Options, Passage-Based, Matching Types, Assertion & Reason, Integer Answer Types along with complete solutions. This is a must have textbook which starts from fundamentals and gradually builds your concepts of Differential Calculus for Beginners up to the level required for Engineering Entrances and finally will place you among the toppers. The book inculcates:1. The Classical Text series is a collection of classic pieces of work that continues to be bestseller2. Works as elementary text book building the concepts3. Explains various concepts of Mathematics4. Divided into 15 Chapters to cover various points5. Contains all types of questions along with complete solutions.6. Covers the calculus concepts and strategies for solving the problems through easy tricksTOCChapter 1- Limiting Values- Elementary Undetermined Forms, Chapter 2- Differentiation From The Definition, Chapter 3-Fundamental Propositions, Chapter 4- Standard Forms, Chapter 5- Successive Differentiation, Chapter 6- Expansions, Chapter 7- Infinitesimals, Chapter 8-Tangents & Normal, Chapter 9- Asymptotes, Chapter 10- Curvature, Chapter 11-Envelopes, Chapter 12- Associated Loci, Chapter 13- Maxima & Minima,Chapter 14- Undetermined Forms, Chapter 15- Limitations Of Taylor’s Theorem
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The Classic Texts Series is only one of its kind selections of classic pieces that started off as a bestseller and continues to be the same today as well. These classic texts have been designed to work as elementary textbooks, which help the students in building the concepts to prepare for various competitive examinations.The present edition of ‘Differential Calculus for Beginners’ for engineering aspirants is based on the premise that problems in calculus are difficult but they are workable. The book covers the calculus concepts and strategies solving the problems by breaking them down into easily manageable steps. The elaboration of the concepts is simple and engaging with a clear objective of taking out the mystique attached with the calculus problems. The revised edition contains all types of questions i.e. Single Correct Answers, Multiple Correct Answers, Multiple Correct Options, Passage-Based, Matching Types, Assertion & Reason, Integer Answer Types along with complete solutions. This is a must have textbook which starts from fundamentals and gradually builds your concepts of Differential Calculus for Beginners up to the level required for Engineering Entrances and finally will place you among the toppers. The book inculcates:1. The Classical Text series is a collection of classic pieces of work that continues to be bestseller2. Works as elementary text book building the concepts3. Explains various concepts of Mathematics4. Divided into 15 Chapters to cover various points5. Contains all types of questions along with complete solutions.6. Covers the calculus concepts and strategies for solving the problems through easy tricksTOCChapter 1- Limiting Values- Elementary Undetermined Forms, Chapter 2- Differentiation From The Definition, Chapter 3-Fundamental Propositions, Chapter 4- Standard Forms, Chapter 5- Successive Differentiation, Chapter 6- Expansions, Chapter 7- Infinitesimals, Chapter 8-Tangents & Normal, Chapter 9- Asymptotes, Chapter 10- Curvature, Chapter 11-Envelopes, Chapter 12- Associated Loci, Chapter 13- Maxima & Minima,Chapter 14- Undetermined Forms, Chapter 15- Limitations Of Taylor’s Theorem

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