Calculus and analytic geometry / Sherman K. Stein, Anthony Barcellos

By: Stein, Sherman KContributor(s): Barcellos, AnthonyPublisher: New York : McGraw-Hill, cop. 1992Edition: 5th edDescription: xxxv, 1041, [1]-191 s. : illISBN: 0-07-061175-0Subject(s): Calculus | Geometry, Analytic | Matematisk analys och analytisk geometri | Matematisk analys och analytisk geometri | Mathematical analysis and analytical geometryDDC classification: 515.16,STE
Contents:
An overview of calculus (Page-1), Functions Limits (Page-12), The Derivative (Page-104), Applications of the Derivative (Page-162), The Definite Integral (Page-247),Topic in Differential Calculus (Page-320), Computing Anti derivatives (Page-400),Application of the Definite Integral (Page-462), Plane Curves and Polar Coordinates (Page-519), Series (Page-569), Power Series and Complex Numbers (page-622), Vectors (Page-676), The Derivative of a Vector Function (Page-745), Partial Derivatives (Page-779), Definite Integrals Over Plane and Solid Regions (Page-881), Green"s Theorem (Page-9390, The Divergence theorem and Theorem (Page-1004).
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Item type Current location Home library Shelving location Call number URL Status Notes Date due Barcode Item holds
Book Book Military College of Signals (MCS)
Military College of Signals (MCS)
General Stacks 515.16,STE (Browse shelf) Link to resource Available Almirah No.13, Shelf No.3 MCS26458
Total holds: 0

An overview of calculus (Page-1), Functions Limits (Page-12), The Derivative (Page-104), Applications of the Derivative (Page-162), The Definite Integral (Page-247),Topic in Differential Calculus (Page-320), Computing Anti derivatives (Page-400),Application of the Definite Integral (Page-462), Plane Curves and Polar Coordinates (Page-519), Series (Page-569), Power Series and Complex Numbers (page-622), Vectors (Page-676), The Derivative of a Vector Function (Page-745), Partial Derivatives (Page-779), Definite Integrals Over Plane and Solid Regions (Page-881), Green"s Theorem (Page-9390, The Divergence theorem and Theorem (Page-1004).

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