Calculus and analytic geometry / Schwartz, Abraham.
Publisher: New York, Holt, Rinehart and Winston [c1974]Edition: 3rd edDescription: xv, 1140 p. illus. 25 cmISBN: 003084746XSubject(s): Calculus | Geometry, AnalyticDDC classification: 515.15,SCH
Contents:
The Derivative and the Anti derivative (Page-1), Integrations (Page-89), Plane Analytic Geometry (Page-163), The Trigonometric Function (Page-329), The Logarithmic and Exponential Functions (Page-377), On the Evaluation of Integrals (Page-427), on the underlying Theory (Page-489), Some Applications (Page-545), Polar Coordinates (Page-641), Solid Analytic Geometry (Page-685), Partial Differentiations (Page-767), Applications of Integral Calculus in three Apace Multiple Integrals (Page-833), Infinite Series (Page-925), Differential Equations (Page-S-0).
| Item type | Current location | Home library | Shelving location | Call number | URL | Status | Notes | Date due | Barcode | Item holds |
|---|---|---|---|---|---|---|---|---|---|---|
Book
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Military College of Signals (MCS) | Military College of Signals (MCS) | General Stacks | 515.15,SCH (Browse shelf) | Link to resource | Available | Almirah No.13, Shelf No.3 | MCS7443 |
Total holds: 0
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| 515.15,FRA Calculus with analytic geometry / | 515.15,JOH Calculus with analytic geometry / | 515.15,MOR Calculus with analytic geometry : a first course / | 515.15,SCH Calculus and analytic geometry / | 515.15,SIL Modern calculus and analytic geometry / | 515.15,THO Calculus and analytic geometry / | 515.15,THO Calculus and analytic geometry / |
The Derivative and the Anti derivative (Page-1), Integrations (Page-89), Plane Analytic Geometry (Page-163), The Trigonometric Function (Page-329), The Logarithmic and Exponential Functions (Page-377), On the Evaluation of Integrals (Page-427), on the underlying Theory (Page-489), Some Applications (Page-545), Polar Coordinates (Page-641), Solid Analytic Geometry (Page-685), Partial Differentiations (Page-767), Applications of Integral Calculus in three Apace Multiple Integrals (Page-833), Infinite Series (Page-925), Differential Equations (Page-S-0).

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