Mathematics 1St First Order Linear Differential Equations 2Nd Second Order Linear Differential Equations Laplace Fourier Bessel Mathematics

By Andrew Igla

This mathematics textbook covers differential equations, homogenous and nonhomogenous, of the second order and first order linear differential equations. Laplace and Fourier and Bessel mathematics are explained in this book. Equations of lines and planes and Stokes theory are explained in this mathematics textbook. This book is a mathematics textbook designed to teach and act as a general reference guide. There are examples worked out throughout this mathematics textbook.

• Language: English
• Publisher: Xlibris AU
• Release date: Jul 22, 2016
• ISBN: 9781514497845

Andrew Igla

The author Andrew Igla is an electronics engineer and an electronic communications engineer expert in Information Technology regarding computer languages SQL, PLSQL and general Oracle issues.

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Copyright © 2016 by Andrew Igla.

All rights reserved. No part of this book may be reproduced or transmitted in any form or by any means, electronic or mechanical, including photocopying, recording, or by any information storage and retrieval system, without permission in writing from the copyright owner.

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Rev. date: 7/8/2016

Xlibris

1-800-455-039

www.Xlibris.com.au

745599

CONTENTS

Chapter 1:  Introduction

Chapter 2:  First Order Linear Non Homogenous And Homogenous Differential Equations

Chapter 3:  Second Order Linear Non Homogenous And Homogenous Differential Equations With Constant Coefficients

Chapter 4:  Second Order Linear Non Homogenous Differential Equations With Variable Coefficients

Chapter 5:  Cauchy Differential Equations

Chapter 6:  Laplace Mathematics On Second Order Differential Equations

Chapter 7:  Fourier Mathematics Worked Out And Explained

Chapter 8:  Bessel Mathematics Explained

Chapter 9 (i):  Equations Of Lines And Planes

Chapter 9 (ii):  Stokes Theory

This book is a mathematics university text book covering Differential equations, Laplace, Fourier, Bessel and mathematics. Do not worry this book explains everything to make it easy for the reader to understand with practical examples and proofs. This book is a mathematics text book in linear differential equations of the first order, homogenous and nonhomogenous, linear differential equations of the second order, homogenous or nonhomogenous, all with constant coefficients or variable coefficents plus Laplace,Fourier and Bessel in mathematics. Keep this book as a reference guide and learning mathematics text book. The first few pages, from page 7 till page 15, are book example differential equations to give the reader a sample of what is contained in this book consisting of homogenous, non homogenous, differential equations with constant coefficients or variable coefficients. Through pages known as the chapter of introduction, page 7 till page 15, non homogenous 1st order differential equations and 2nd order differential equations are solved.

Method of variation of parameters solution to a non homogeneous second order differential equation with constant coefficients, is shown in the introduction chapter.

Chapter 2 focus is on 1st order differential equations homogenous and non homogenous containing detailed all worked