Integral calculus / by Kantish Chandra Maity and Ramkrishna Ghosh : [Including and introduction to differential equations]

By: Maity, K.C.
Contributor(s): Ghosh, R.K.
Material type: TextTextPublisher: Kolkata : New Central Book Agency (P) Ltd., 2003.Edition: 6th. ed.Description: xii,344p.+7p. 24.5cm.Subject(s): MATHEMATICS | CalculusDDC classification: 515.43 M287G
Contents:
Basic methods of integration, Integration by partial fractions, Integration of trigonometric and hyperbolic functions, Trigonometric substitutions, Reduction formulae, Integration by special devices, Definite integral as the limit of a sum, Improper integrals: beta and gama functions, Multiple integrals , Evaluation of area, Lengths of plane curves, Volumes and surfaces of revolution, Centroids and moments of Inertia, Applications of multiple integrals: areas, volumes, centroids and moment of inertia, Differential equations of the first order and the first degree, Differential equations of the first order but not of the first degree, Linear differential equations, Geometrical and physical applications
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Books Books HCC Central Library General Stacks 515.43 M287G (Browse shelf(Opens below)) Available c10872
Books Books HCC Central Library General Stacks 515.43 M287G (Browse shelf(Opens below)) Available c10023
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Books Books HCC Central Library General Stacks 515.43 M287G (Browse shelf(Opens below)) Available c10025
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Books Books HCC Central Library General Stacks 515.43 M287G (Browse shelf(Opens below)) Available c10870
Books Books HCC Central Library General Stacks 515.43 M287G (Browse shelf(Opens below)) Available c10871
Books Books HCC Central Library General Stacks 515.43 M287G (Browse shelf(Opens below)) Available c11325
Books Books HCC Central Library General Stacks 515.43 M287G (Browse shelf(Opens below)) Available c11327

Includes index

Basic methods of integration, Integration by partial fractions, Integration of trigonometric and hyperbolic functions, Trigonometric substitutions, Reduction formulae, Integration by special devices, Definite integral as the limit of a sum, Improper integrals: beta and gama functions, Multiple integrals , Evaluation of area, Lengths of plane curves, Volumes and surfaces of revolution, Centroids and moments of Inertia, Applications of multiple integrals: areas, volumes, centroids and moment of inertia, Differential equations of the first order and the first degree, Differential equations of the first order but not of the first degree, Linear differential equations, Geometrical and physical applications

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