Download Integration and differential equations by R S Johnson

Download Integration and differential equations by R S Johnson

 Integration and differential equations by R S Johnson
Integration and differential equations by R S Johnson

 

Integration and differential equations by R S Johnson is one of the most popular books among engineering students. Students love to read this book because of its easy language, which makes students understand better.

Learning or understanding mathematics is a bit difficult for some students but this book Integration and differential equations by R S Johnson will clear all your doubts regarding integration and differential. follow it strictly to understand mathematics by heart.

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The book is made for the people who love to solve mathematics exercise as it gives solved as well as unsolved exercises for practice point of view. Integration and differential equations by R S Johnson will give you the immense knowledge to the reader and one of the best book to learn math.

 


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Download Integration and differential equations by R S Johnson

Table of Content:

  1. Introduction and Background
    1. The Riemann integral
    2. The fundamental theorem of calculus
    3. Theorems on integration
    4. Standard integrals
    5. Integration by parts
    6. Improper integrals
    7. Non-uniqueness of representation
    8. Exercises 1
  2. The integration of rational functions
    1. Improper fractions
    2. Linear denominator, Q(x)
    3. Quadratic denominator, Q(x)
    4. Cubic denominator, Q(x)
    5. Exercises 2
  3. The integration of trigonometric functions
    1. Simple products
    2. Powers of sin and cos
    3. Rational functions of sin and cos
    4. Exercises 3
    5. Answers
  4. Part II The integration of ordinary differential equations
  5. List of Equations
  6. Preface
  7. What is a differential equation?
    1. The nature and solution of differential equations
    2. Classification of ODEs
    3. Overview of the equations to be discussed
  8. First order ODEs: standard results
    1. Separable equations
    2. Homogeneous equations
    3. The general linear equation
  9. First order ODEs: special equations
    1. The Bernoulli equation
    2. The Clairaut equation
    3. The Riccati equation
    4. Exact differentials
    5. Missing variables
  10. Second order ODEs
    1. Constant coefficient equations
    2. The Euler equation
    3. Reduction of order
    4. Variation of parameters
    5. Finding particular integrals directly
    6. Missing variables
    7. Exercises 4
  11. More general aspects of ODEs
    1. Interchanging x andy
    2. Singular solutions
    3. Uniqueness
    4. Exercises 5
    5. Answers
    6. Index

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