A Textbook of Engineering Mathematics (CUST, KERALA) Sem IV

A Textbook of Engineering Mathematics (CUST, KERALA)  Sem IV A Textbook of Engineering Mathematics (CUST, KERALA)  Sem IV Sample PDF Download
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Publisher: Laxmi Publications
ISBN: 9789381159576
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Number of Pages: 151

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A Textbook of Engineering Mathematics (CUST, KERALA) Sem IV
Book Summary:

This book is a part of the original book ‘‘A Textbook of Engineering Mathematics’’ by N.P. Bali running into eighth edition and very well received by the students and teachers of all Indian Universities. The rapid sale of the eighth edition bears testimony to the overwhelming response. We thank them for the appreciation. Some new topics that are required according the syllabus are added.

The present form of the book is divided into four modules and covers the entire portion in the B.Tech., fourth semester Cochin University Engineering Mathematics-III syllabus. Problems taken from Cochin University question papers are included with solutions in each module.

There is no dearth of books on Engineering Mathematics but the students find it difficult to solve most of the problems in the exercise in the absence of adequate number of solved examples. An outstanding and distinguishing feature of the book is the large number of typical solved examples followed by well-graded problems.


Audience of the Book :
B.Tech (IV Semester) Cochin University of Science and Technology, Kerala (Strictly according to the latest revised syllabus)
 
Key Features:

The main features of the book are as follows:

  • This book exactly covers the prescribed syllabus.
  • Its approach is explanatory and language is lucid and communicable.
  • All fundamentals of the included topics are very clearly explained.
  • Sufficient number of solved examples have been given to let the students understand the various skills necessary to solve the problems.
  • Applications in different Engineering fields and in real life have been incorporated in the text to help to face similar problems.

Table of Contents:

1. Functions of a Complex Variable

2. Complex Integration

3. Partial Differential Equations

4. Applications of Partial Differential Equations Appendices

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