# Differential Calculus by Shanti Narayan PDF

Contents

as we know how important is Differential Calculus in mathematics subject and important for engineering degrees & also college / University students and also for UPSC optional.

Shanti Narayan and PK Mittal Differential Calculus are one of the popular books among BA, B.Sc and B.Tech BE Students we have given the download link of this pdf book which free of cost book.

If you are a college or university student and are doing B.A and B.Sc then this book is designed for you, the specialty of this book is that any graduate student can easily understand and read the Liberty of this. The author of the book is PK Mittal and Shanti Narayan and its publisher is S Chand publication.

This book by Shanti Narayan ji is a classical book and one of the best-selling maths books is a detailed book based on Differential calculus, mainly for the undergraduate courses of B.Sc and BA.

Download Math’s book PDF for UPSC Optional, IIT JEE Mains, Graduation College Students, Engineering, SSC, Banking and Other Competitive Examination BSC, BA, 1st sem, 2nd sem, 3rd sem, 4th sem, 5th sem, 6th sem, 7th sem, 8th sem or different year 1st-year 2nd-year 3rd-year 4th year.

### Chapters and Content

Chapter-2: Functions and Graphs – Elementary Functions
Chapter-3: Continuity and Limit
Chapter-4: Differentiation
Chapter-5: Successive Differentiation
Chapter-6: Expansion of Functions
Chapter-7: Tangents and Normals
Chapter-8: Mean Value Theorems
Chapter-9: Maxima and Minima
Chapter-10: Indeterminate Forms
Chapter-11: Partial Differentiation
Chapter-12: Jacobians
Chapter-13: Concavity and Points of Inflexion
Chapter-14: Curvature and Evolutes
Chapter-15: Asymptoes
Chapter-16: Singular Points
Chapter-17: Curve Tracing
Chapter-18: Envelopes
Chapter-19: Change of Independent Variables

The course followed is comprehensive and thorough, and there is a good chapter on’ curve tracing. The author has a talent for clear exposition and is sympathetic to the difficulties of the beginner. Answers to examples, of which there are good and ample selections, are given.

The first part of the book is analytical in character while the later part deals with the geometrical applications of the subject. But this order of the subject is by no means suggested to be rigidly followed in the class. A different order may usefully be adopted at the discretion of the teacher.