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Author: Saturnino L. Salas Publisher: ISBN: Category : Mathematics Languages : en Pages : 952
Book Description
The new early transcendentals version presents the logarithmic, exponential and other transcendental functions before the definite integral so these topics can be taught early in the course. This organization allows the authors to provide interesting applications which include transcendental functions in the material on applications of the derivative, integration and applications of the integral. The latest edition incorporates modern technology and recent trends without sacrificing the acknowledged strengths of previous versions. Contains over 1300 new problems as well as more illustrations. Fresh technology-based examples support numerous exercises requiring the use of a graphics calculator or other graphing software.
Author: Saturnino L. Salas Publisher: ISBN: Category : Mathematics Languages : en Pages : 952
Book Description
The new early transcendentals version presents the logarithmic, exponential and other transcendental functions before the definite integral so these topics can be taught early in the course. This organization allows the authors to provide interesting applications which include transcendental functions in the material on applications of the derivative, integration and applications of the integral. The latest edition incorporates modern technology and recent trends without sacrificing the acknowledged strengths of previous versions. Contains over 1300 new problems as well as more illustrations. Fresh technology-based examples support numerous exercises requiring the use of a graphics calculator or other graphing software.
Author: Howard Anton Publisher: ISBN: Category : Mathematics Languages : en Pages : 1150
Book Description
This introductory text leads students through the foundations of calculus. End-of-chapter problems new to this edition require the use of graphing calculators, or a package such as Mathematica, Maple or Derive. Material is included on the parametric representation of surfaces and Kepler's laws.
Author: Howard Anton Publisher: ISBN: Category : Mathematics Languages : en Pages : 548
Book Description
The latest edition of this bestselling textbook uses a clear and rigorous approach to explain multivariate calculus. Incorporates the concepts of a vector field, emphasizing the major applications of vector analysis to physics and engineering. New material includes Jacobians, parametric representations of surfaces, Kepler's law, conics in polar coordinates, and integrals with respect to arc length. The technological exercises consist of problems that arise in the existing world, challenging students to develop a problem-solving strategy appropriate for the technology available to them.
Author: Jon Rogawski Publisher: Macmillan Higher Education ISBN: 1464174997 Category : Mathematics Languages : en Pages : 1180
Book Description
The most successful calculus book of its generation, Jon Rogawski’s Calculus offers an ideal balance of formal precision and dedicated conceptual focus, helping students build strong computational skills while continually reinforcing the relevance of calculus to their future studies and their lives. Guided by new author Colin Adams, the new edition stays true to the late Jon Rogawski’s refreshing and highly effective approach, while drawing on extensive instructor and student feedback, and Adams’ three decades as a calculus teacher and author of math books for general audiences.
Author: Michael Sullivan Publisher: Macmillan Higher Education ISBN: 1464144397 Category : Mathematics Languages : en Pages : 1277
Book Description
Michael Sullivan and Kathleen Miranda have written a contemporary calculus textbook that instructors will respect and students can use. Consistent in its use of language and notation, Sullivan/Miranda’s Calculus offers clear and precise mathematics at an appropriate level of rigor. The authors help students learn calculus conceptually, while also emphasizing computational and problem-solving skills. The book contains a wide array of problems including engaging challenge problems and applied exercises that model the physical sciences, life sciences, economics, and other disciplines. Algebra-weak students will benefit from marginal annotations that help strengthen algebraic understanding, the many references to review material, and extensive practice exercises. Strong media offerings include interactive figures and online homework. Sullivan/Miranda’s Calculus has been built with today’s instructors and students in mind.
Author: Saturnino L. Salas
Author: Saturnino L. Salas
Author: James Stewart
Author: Howard Anton
Author: Saturnino L. Salas
Author: 
Author: Howard Anton
Author: Laura Taalman
Author: 
Author: Jon Rogawski
Author: Michael Sullivan