Calculus. Early transcendentals.

By: Briggs, William L [author.]Contributor(s): Cochran, Lyle [author.] | Gillett, Bernard [author.] | Schulz, Eric P [author.]Material type: TextTextPublisher: New York, NY : Pearson, [2019]Edition: Third edition / William Briggs, University of Colorado, Denver, Lyle Cochran, Whitworth University, Bernard Gillett, University of Colorado, Boulder, Eric Schulz, Walla Walla Community CollegeDescription: 1 volume (unnumbered pages) : illustrations (some color) ; 29 cmContent type: text Media type: unmediated Carrier type: volumeISBN: 9780134763644 (hardcover)Subject(s): Calculus -- TextbooksDDC classification: 515,BRI LOC classification: QA303.2 | .B75 2019
Contents:
Functions (Page-1), Limits (Page-56), Derivatives (Page-131), Applications of the Derivative (Page-241), Integration (Page-338), Applications of Integration (Page-403), Logarithmic Exponential and Hyperbolic Functions (Page-483), Integration Techniques (Page-520), Differential Equations (Page-597), Sequence and Infinite Series (Page-639), Power Series (Page-708), Parametric and Polar Curves (Page-783), Vector Valued Functions (Page-868), Functions of Several Variables (Page-919), Multiple Integration (Page-1008), Vector Calculus (Page-1089).
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Item type Current location Home library Shelving location Call number Status Notes Date due Barcode Item holds
Book Book Military College of Signals (MCS)
Military College of Signals (MCS)
General Stacks 515,BRI (Browse shelf) Available Almirah No.11, Shelf No.6 MCS38780
Total holds: 0

Functions (Page-1), Limits (Page-56), Derivatives (Page-131), Applications of the Derivative (Page-241), Integration (Page-338), Applications of Integration (Page-403), Logarithmic Exponential and Hyperbolic Functions (Page-483), Integration Techniques (Page-520), Differential Equations (Page-597), Sequence and Infinite Series (Page-639), Power Series (Page-708), Parametric and Polar Curves (Page-783), Vector Valued Functions (Page-868), Functions of Several Variables (Page-919), Multiple Integration (Page-1008), Vector Calculus (Page-1089).

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