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	Basics Of Engg. Math Vol-I by H.K. Dass
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Contents: a¦ Unit I a¦ Limits and Continuity a¦ Ordinary Differentiation a¦ Tangents and Normals a¦ Maxima and Minima (One Variable) a¦ Maclaurin`s and Taylor`s Theorem a¦ Indeterminate Forms a¦ Radius of Curvature a¦ Partial Differentiation a¦ Euler`s Theorem a¦ Total Differentiation a¦ Error and Approximation a¦ Taylor`s Series of Two Variables a¦ Maxima and Minima (Two Variables) a¦ Unit II a¦ Definite Integral a¦ Curve Tracing a¦ Area a¦ Volume a¦ Length a¦ Surface Area a¦ Theorem of Pappus or Guldin a¦ Double and Triple Integrals a¦ Gamma Beta Functions, Differentiation Under the Integrals Sign a¦ Unit III a¦ Differential Equations a¦ Linear Differential Equations of Higher Order a¦ Unit IV a¦ Algebra of Matrices a¦ Rank of Matrix a¦ Solution of Simultaneous Equations a¦ Eigen Values and Eigen Vectors a¦ Unit V a¦ Algebra of Logic a¦ Fuzzy Set a¦ Graph Theory a¦ Question Papers a¦ Index ISBN 8121923484

Pages : 656

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Basics Of Engg. Math Vol-I

by H.K. Dass