A Textbook of Engineering Mathematics: For B.Sc. (Engg.). B.E., B.Tech., M.E. and Equivalent Professional Exams 
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Contents
Complex Numbers  1 
Theory of Equations and Curve Fitting  85 
4  139 
Analytical Solid Geometry  227 
Partial Differentiation  367 
Multiple Integrals  435 
Vector Algebra  493 
Vector Calculus  515 
Applications of Linear Differential Equations  760 
Special Functions and Series Solution of Differential Equations  823 
16  928 
Functions of a Complex Variable  959 
Integral Transforms  1025 
Statistics and Probability  1109 
Finite Differences and Numerical Methods  1187 
The ZTransforms  1287 
Infinite Series  572 
Fourier Series  622 
Differential Equations of First Order  693 
Applications of Differential Equations of First Order  717 
Linear Differential Equations  725 
14  740 
Numerical Solution of Partial Differential Equations  1333 
26  1347 
Curvilinear Coordinates  1359 
27  1374 
Virtual Work  1405 
85  1418 
Common terms and phrases
Andhra angle bounded c₁ c₂ called centre circle coefficients coordinates complex cone constant convergent cosē cosh curve determinant differential equation direction distance divergent Dividing dx dy dy dx elements equal Evaluate Example Find the equation function given equation gives Hence homogeneous function integral intersection Kerala length linear Madras matrix method Multiplying Mysore normal Note obtained Operating origin parallel partial passes perpendicular plane positive Prove Putting radius region represents respectively roots Show sides Similarly sinē sinh solution Solve sphere square surface Taking TEST YOUR KNOWLEDGE theorem transformation values variables vector volume zero ди ду дх