How to learn calculus of one variable V.1 🔍
J.D. Ghosh, Anwarul Haque
New Age, India, New Age, V.1, 2004
English [en] · PDF · 5.9MB · 2004 · 📘 Book (non-fiction) · 🚀/lgli/lgrs/nexusstc/upload/zlib · Save
description
Intends to bring out some of the most important concepts associates with the theoretical aspects. This book can help the student to learn the methods of Calculus and theoretical aspects.
Alternative filename
lgli/M_Mathematics/MC_Calculus/MCet_Elementary calculus textbooks/Ghosh J.D., Haque A. How to learn calculus of one variable. V.1 (New Age, India, 2004)(ISBN 8122415245)(O)(960s)_MCet_.pdf
Alternative filename
lgrsnf/M_Mathematics/MC_Calculus/MCet_Elementary calculus textbooks/Ghosh J.D., Haque A. How to learn calculus of one variable. V.1 (New Age, India, 2004)(ISBN 8122415245)(O)(960s)_MCet_.pdf
Alternative filename
nexusstc/How to learn calculus of one variable/89cd19dae77ff8c0dd2c0e2dbe79d73c.pdf
Alternative title
How to Learn Calculus of One Variable Vol. I
Alternative author
Ghose, J. D.; Haque, Anwarul
Alternative author
J. D. Ghose, Anwarul Haque
Alternative author
Ghosh, J.D.
Alternative publisher
New Age International Publisher
Alternative publisher
New Age International (P) Ltd.
Alternative publisher
Wiley Eastern Pvt Ltd
Alternative edition
1st ed., repr., New Delhi, India, India, 2009
Alternative edition
New Age International, New Delhi, 2004
metadata comments
Kolxo3 -- 2010
metadata comments
lg290325
metadata comments
producers:
Acrobat Distiller 5.0.5 (Windows)
Acrobat Distiller 5.0.5 (Windows)
metadata comments
{"isbns":["8122415245","9788122415247"],"last_page":960,"publisher":"New Age, India","series":"New Age","volume":"1"}
metadata comments
Includes bibliographical references.
Alternative description
Mathematics
Preface
6
Contents
8
Chapter 1 Function
10
Chapter 2 Limit and Limit Points
127
Chapter 3 Continuity of a Function
160
Chapter 4 Practical Methods of Finding the Limits
168
Chapter 5 Practical Methods on Continuity Test
280
Chapter 6 Derivative of a Function
314
Chapter 7 Differentiability at a Point
330
Chapter 8 Rules of Differentiation
363
Chapter 9 Chain Rule For the Derivative
391
Chapter 10 Differentiation of Inverse Trigonometric Functions
433
Chapter 11 Differential Coefficient of Mod Functions
487
Chapter 12 Implicit Differentiation
508
Chapter 13 Logarithmic Differentiation
552
Chapter 14 Successive Differentiation
576
Chapter 15 L'Hospital's Rule
606
Chapter 16 Evaluation of Derivatives for Particular Arguments
624
Chapter 17 Derivative as Rate Measurer
645
Chapter 18 Approximations
675
Chapter 19 Tangent and Normal to a Curve
701
Chapter 20 Rolle's Theorem and Lagrange's Mean Value Theorem
790
Chapter 21 Monotonocity of a Function
849
Chapter 22 Maxima and Minima
879
Bibliography
958
Index
959
How,to,Learn,Calculus,of,One,Variable;,a,central,part,in,many,branches,of,Physics,and,Engineering.,The,present,book,tries,to,bring,out,some,of,the,most,important,concepts,associates,with,the,theoretical,aspects,which,is,quite,exhaustively.,The,entire,book,in,a,manner,can,help,the,student,to,learn,the,methods,of,Calculus,and,theoretical,aspects.;,These,techniques,are,presented,in,this,book,in,a,lucid,manner,with,a,large,number,of,example;,students,will,easily,understand,the,principles,of,Calculus.,It,helps,to,solve,most,examples,and,reasonings.;,This,book,mainly,caters,to,the,need,of,Intermediate,and,competitive,students;,who,will,find,it,a,pleasure,in,this,book.,It,can,also,be,useful,for,all,users,of,Mathematics,and,for,all,Mathematical,Modelers.
How to Learn Calculus of One Variable,a central part in many branches of Physics and Engineering. The present book tries to bring out some of the most important concepts associates with the theoretical aspects which is quite exhaustively. The entire book in a manner can help the student to learn the methods of Calculus and theoretical aspects.,These techniques are presented in this book in a lucid manner with a large number of example,students will easily understand the principles of Calculus. It helps to solve most examples and reasonings.,This book mainly caters to the need of Intermediate and competitive students,who will find it a pleasure in this book. It can also be useful for all users of Mathematics and for all Mathematical Modelers.
Preface
6
Contents
8
Chapter 1 Function
10
Chapter 2 Limit and Limit Points
127
Chapter 3 Continuity of a Function
160
Chapter 4 Practical Methods of Finding the Limits
168
Chapter 5 Practical Methods on Continuity Test
280
Chapter 6 Derivative of a Function
314
Chapter 7 Differentiability at a Point
330
Chapter 8 Rules of Differentiation
363
Chapter 9 Chain Rule For the Derivative
391
Chapter 10 Differentiation of Inverse Trigonometric Functions
433
Chapter 11 Differential Coefficient of Mod Functions
487
Chapter 12 Implicit Differentiation
508
Chapter 13 Logarithmic Differentiation
552
Chapter 14 Successive Differentiation
576
Chapter 15 L'Hospital's Rule
606
Chapter 16 Evaluation of Derivatives for Particular Arguments
624
Chapter 17 Derivative as Rate Measurer
645
Chapter 18 Approximations
675
Chapter 19 Tangent and Normal to a Curve
701
Chapter 20 Rolle's Theorem and Lagrange's Mean Value Theorem
790
Chapter 21 Monotonocity of a Function
849
Chapter 22 Maxima and Minima
879
Bibliography
958
Index
959
How,to,Learn,Calculus,of,One,Variable;,a,central,part,in,many,branches,of,Physics,and,Engineering.,The,present,book,tries,to,bring,out,some,of,the,most,important,concepts,associates,with,the,theoretical,aspects,which,is,quite,exhaustively.,The,entire,book,in,a,manner,can,help,the,student,to,learn,the,methods,of,Calculus,and,theoretical,aspects.;,These,techniques,are,presented,in,this,book,in,a,lucid,manner,with,a,large,number,of,example;,students,will,easily,understand,the,principles,of,Calculus.,It,helps,to,solve,most,examples,and,reasonings.;,This,book,mainly,caters,to,the,need,of,Intermediate,and,competitive,students;,who,will,find,it,a,pleasure,in,this,book.,It,can,also,be,useful,for,all,users,of,Mathematics,and,for,all,Mathematical,Modelers.
How to Learn Calculus of One Variable,a central part in many branches of Physics and Engineering. The present book tries to bring out some of the most important concepts associates with the theoretical aspects which is quite exhaustively. The entire book in a manner can help the student to learn the methods of Calculus and theoretical aspects.,These techniques are presented in this book in a lucid manner with a large number of example,students will easily understand the principles of Calculus. It helps to solve most examples and reasonings.,This book mainly caters to the need of Intermediate and competitive students,who will find it a pleasure in this book. It can also be useful for all users of Mathematics and for all Mathematical Modelers.
date open sourced
2010-07-29
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