Introduction to Engineering Mathematics Vol-III

Introduction to Engineering Mathematics Vol-III Introduction to Engineering Mathematics Vol-III Sample PDF Download
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Introduction to Engineering Mathematics Vol-III

Publisher: SChand Publications
ISBN: 9788121932271
Number of Pages: 839
Availability: In Stock
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Introduction to Engineering Mathematics Vol-III by H K Dass
Book Summary:

The book has been very well received by the students and teachers of Maha Maya Technical University and Gautam Buddha Technical University (Two parts of U.P. Technical University).In this revised edition solutions of latest question papers 2011-12, 2010-2011 and 2009-2010 have been added in the body of the text and also appended the question papers. Seventeen Programs to implement Numerical Techniques Lab. for IV Semester are also added in the textbook. This is the special feature of this revised edition.

Audience of the Book :

For BE/BTech /B Arch students for third semester of all engineering Colleges of Maha Maya Technical University, Noida and Gautam Buddha Technical University, Lucknow. This book is primarily written according to the unified syllabus (2009-2010) of Mathematics-III for all Engineering colleges affiliated to U.P.Technical University, Lucknow.

Key Features:

The main features of the book are as follows:

1.Very Short Questions

2.Fill in the Blanks

3.True/False Questions

4.Matching Type Question (Total number of objective type questions are more than 600).

5.Additional Important Examples

Table of Contents:

1. Functions Of Complex, Analytical Function

2. Complex Integration

3. Taylor'S And Laurent'S Series

4. The Calculus Of Residues (Integration)

5. Statistical Technique-I

6. Method Of Least Squares

7. Correlation And Regression

8. Correlation And Multiple Regression Analysis

9. Probability

10. Binomial Distribution

11. Poisson Distribution

12. Normal Distribution

13. Sampling Methods

14. Time Series

15. Statistical Quality Control Methods (Control Charts)

16. Transcendental And Polynomial Equations

(Bisection Method, Regula Falsi, Newton-Raphson Method)

17. Finite Differences

18. Interpolation With Equal Intervals 

(Newton'S Forward & Backward Interpolation)

19. Interpolation With Unequal Intervals

(Lagrange'S, Newton'S Divided Difference Formula)

20. Solution Of System Of Linear Equations

(Crout Method, Gauss-Seidel Method)

21. Numerical Differentiation

22. Numerical Integration

23. Numerical Solutions Of Ordinary Differential Equations