Textbook of Engineering Mathematics (As per JNTU Syllabus) (Paperback)

Textbook of Engineering Mathematics (As per JNTU Syllabus) Book Description

This JNTU, Hyderabad edition is designed for the core course on the subject and presents a detailed yet simple treatment of the fundamental principles given in the syllabus. All basic concepts have been comprehensively explained and illustrated through a variety of solved examples. Instead of too much mathematically involved illustrations, a step-by-step approach has been followed throughout the book.

Unsolved problems, objective and review questions along with short-answer questions have been also included for a thorough grasp of the subject. Graded problems have been included. The book would serve as an excellent text for the subjects Mathematics-I (common to all branches), Mathematics-II/Mathematical Methods, Probability and Statistics and partly for Numerical Methods. The students are advised to refer the syllabus for the respective branches as this has been framed branch-wise and for the need in a particular semester.

About the Author(s):
Debashis Dutta is presently serving as an Assistant Professor in the Department of Mathematics, National Institute of Technology, Warangal. He obtained his Ph.D. from the Indian Institute of Technology, Kharagpur in 1994. He has several published articles in national and international journals to his credit. Apart from mathematics, his areas of interest include statistics, operations research and mathematical modeling. He has also authored a book on ``Statistics and Operations Research``.

Contents:
MATHEMATICS-I

UNIT I Sequences and Series
Differential Calculus-I
UNIT II Differential Calculus-II
UNIT III Curve Tracing
Integral Calculus-I
UNIT IV Differential Equations-I
Differential Equations-II
UNIT V Laplace Transforms
UNIT VI Integral Calculus-II
UNIT VII Vector Calculus-I
Vector Calculus-II
MATHEMATICS-II PART A: Solution of Algebraic and Transcendental Equations
PART B: Solution of Linear Simultaneous Equations
PART C: Finite Differences and Interpolations
PART D: Numerical Differentiation
PART E: Curve Fitting by Methods of Least Squares: Regression
PART F: Numerical Solutions of Differential Equations

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