A Textbook of Engineering Mathematics,8/e

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The underlying object of this book is to provide the readers with the thorough understanding of topics included in the syllabus of Mathematics for engineering students. The salient features of the book are as follows: It exactly covers the prescribed syllabus. Nothing undesirable has been included and nothing essential has been left.Its approach is explanatory and language is lucid and communicable.The exposition of the subject matter is systematic and the students are better prepared to solve the problems.All fundamentals of the included topics are explained with a micro-analysis.Sufficient number of solved examples have been given to let the students understand the various skills necessary to solve the problems. These examples are well-graded.Unsolved exercises of multi-varieties have been given in a well-graded style. Attempting those on his own, will enable a student to create confidence and independence in him/her regarding the understanding of the subject.Daily life problems and practical applications have been incorporated in the body of the text.A large number of attractive and accurate figures have been drawn which enable a student to grasp the subject in an easier way.All the answers have been checked and verified.

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N.P. Bali is a prolific author of over 100 books for degree and engineering students. He has been writing books for more thanforty years. His books on the following topics are well known for their easy comprehension and lucid presentation: Algebra, Trigonometry, Differential Calculus, Integral Calculus, Real Analysis, Co-ordinate Geometry, Statics, Dynamics etc. Dr. Manish Goyal has been associated with the G.L.A. group of institutions, Mathura for the last eleven years as a competent, dynamic, successful and responsible faculty member in Mathematics. He is working as Reader in Mathematics and Programme Coordinator of the department of Applied Sciences and Humanities. He is equipped with an extraordinary calibre and appreciable academic potency. He has always been synonymous with the word merit and excellence right from his student career. He has been awarded with the degree of Ph.D. by Dr. B.R. Ambedkar University, Agra in the field of Fluid Dynamics. His topic of research was 'A Computational Study of Certain Specific Incompressible Fluid Flows'. He has authored 59 (FIFTY NINE) books during such a short span. Out of these, he has authored about 40 (FORTY) books on Engineering Mathematics for engineering colleges of various universities, the prominent among them are G.B. Technical University; Rajiv Gandhi Proudyogiki Vishwavidyalaya; Anna University; Punjab Technical University; Amity University; M.D.U. and K.U. etc. His book titled 'Numerical Methods and Statistical Techniques using C' has widely been acclaimed. He is an ardent researcher. He has, to his credit, SEVEN research papers published in a leading journal of Mathematics. He has attended SIX short term courses at IITK, IITR, NITW and SVNIT sponsored by AICTE and TEQIP during the last four years. He has attended an international conference in IITB. He has also participated in various workshops and conferences. He is a reviewer of TWO international journals. Table of Contents: 1.    Comples Numbers 2.    Theory of Equations and Curve Fitting 3.    Determinants and Matrics 4.    Analytical Solid Geometry 5.    Partial Differentiation 6.    Multiple Integrals 7.    Vector Algebra 8.    Vector Calculus 9.    Infinite Series 10.  Fourier Series 11.  Differential Equations of First Order 12.  Applications of Differential Equations of First Order 13.  Linar Differential Equations 14.  Applications of Linear Differential Equations 15.  Special Functions and Series Solution of Differential Equations 16.  Partial Differential Equations 17.  Applications of Partial Differential Equations 18.  The Laplace Transforms 19.  Functions of a Complex Variable 20.  Integral Transforms 21.  Statistics and Probability 22.  Finite Differences and Numerical Methods 23.  Z-Transforms 24.  Numerical Solution of Ordinary Differential Equations 25.  Numerical Solution of Partial Differential Equations 26.  Curvilinear Co-ordinates 27.  Tensor Analysis 28.  Virtual Work       Appendices