College mathematics through applications. / John C. Peterson, William J. Wagner, Stephen S. Willoughby.

By: Peterson, John C. (John Charles)Contributor(s): Wagner, William J | Willoughby, Stephen SMaterial type: TextTextPublisher: Albany : Delmar Publishers, c1998Description: xvii, 901 p. : ill. ; 28 cmISBN: 0766802388 Subject(s): MathematicsLOC classification: QA39.2.P487 |
Contents:
Contents: Linear equations: The Mathematical crystal ball -- Quadratic functions: The Bouncing ball -- Models of periodic data: introducing trignometry: Analyzing the touchtone phone -- Mathematical models in geometry: images in two and three dimensions: what's the best shape -- Modeling motion in two dimensions: what's the best angle? -- Polar graphing and elementary programming: programming a robot arm -- Modeling with sequences and series: Estimating cross-sectional areas -- Modeling with algebraic functions: Seismographs and pendulums -- Exponential and logarithmic functions: Modeling temperature changes -- Systems of equations and inequalities: maximizing the profit -- Matrices and 3-D graphing: Scaling and rotating points -- Modeling with probability and statistics: Assessing quality on the assembly line.
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Books Books WISCONSIN INTERNATIONAL UNIVERSITY COLLEGE, GHANA - MAIN LIBRARY
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WISCONSIN INTERNATIONAL UNIVERSITY COLLEGE, GHANA - MAIN LIBRARY
QA39.2.P487 (Browse shelf) 1 Available 5485/12
Books Books WISCONSIN INTERNATIONAL UNIVERSITY COLLEGE, GHANA - MAIN LIBRARY
General Stacks
WISCONSIN INTERNATIONAL UNIVERSITY COLLEGE, GHANA - MAIN LIBRARY
QA39.2.P4871 (Browse shelf) 2 Available 5486/12
Books Books WISCONSIN INTERNATIONAL UNIVERSITY COLLEGE, GHANA - MAIN LIBRARY
General Stacks
WISCONSIN INTERNATIONAL UNIVERSITY COLLEGE, GHANA - MAIN LIBRARY
QA39.2.P4872 (Browse shelf) 3 Available 5487/12

Includes indexes.

Contents: Linear equations: The Mathematical crystal ball -- Quadratic functions: The Bouncing ball -- Models of periodic data: introducing trignometry: Analyzing the touchtone phone -- Mathematical models in geometry: images in two and three dimensions: what's the best shape -- Modeling motion in two dimensions: what's the best angle? -- Polar graphing and elementary programming: programming a robot arm -- Modeling with sequences and series: Estimating cross-sectional areas -- Modeling with algebraic functions: Seismographs and pendulums -- Exponential and logarithmic functions: Modeling temperature changes -- Systems of equations and inequalities: maximizing the profit -- Matrices and 3-D graphing: Scaling and rotating points -- Modeling with probability and statistics: Assessing quality on the assembly line.

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