A Textbook of Engineering Mathematics: For B.Sc. (Engg.). B.E., B.Tech., M.E. and Equivalent Professional Exams 
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Contents
Chapters Pages 1 Complex Numbers  1 
Theory of Equations and Curve Fitting  85 
Determinants and Matrices  138 
Analytical Solid Geometry  227 
Partial Differentiation  367 
Multiple Integrals  434 
Vector Algebra  488 
Vector Calculus  515 
Partial Differential Equations  849 
Applications of Partial Differential Equations  886 
The Laplace Transforms  924 
Functions of a Complex Variable  959 
Integral Transforms  1025 
Statistics and Probability  1039 
Finite Differences and Numerical Methods  1170 
The ZTransforms  1264 
Infinite Series  572 
Fourier Series  622 
Differential Equations of First Order  666 
Applications of Differential Equations of First Order  698 
Linear Differential Equations  723 
Applications of Linear Differential Equations  760 
Special Functions and Series Solution of Differential Equations  793 
Numerical Solution of Ordinary Differential Equations  1292 
Numerical Solution of Partial Differential Equations  1333 
Curvilinear Coordinates  1359 
Tensor Analysis  1374 
Virtual Work  1397 
Appendices  1417 
Other editions  View all
A Textbook of Engineering Mathematics (For First Year ,Anna University) N.P. Bali,Manish Goyal Limited preview  2009 
Common terms and phrases
Andhra angle arbitrary constants axis Bangalore Bhopal Calicut called centre circle coefficients coordinates complete solution complex numbers cone convergent cos2 cosh curve cylinder denoted diagonal direction cosines distance divergent dt dt dx dx dx dy dz dxdy Evaluate Example Find the equation Fourier series function given equation given line Hence homogeneous function integral intersection Karnataka Kerala Laplace transforms Laplace's equation linear Madras Madurai Marathwada Multiplying Mysore normal orthogonal parallel partial differential equation perpendicular plane Prove Putting radius Ranchi ratio region required equation Rewa roots scalar sequence Show sides Similarly sin2 sinh sphere square matrix surface tangent tanh TEST YOUR KNOWLEDGE theorem triangle unit vector values variables velocity vertex vertices x y z zplane zero