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Laboratories Using Mathematica (companion to Calculus, Sixth Edition, and Calculus of a Single Variable, Second Edition, by Swokiwski, Olinick, and Pence)
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| Publisher: | PWS Publishing |
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Setting Up Mathematica and Using Its Graphic Capabilities | The Effects of Transformations on the Graph of a Function | Can You See a Limit? | The Relationship Between a Function and Its Derivative | Determining the Graphs of Functions from Data | Exploring Rules for Differentiation | Using the Derivative to Approximate the Value of a Function | Graphing Revisited |You and Your CAS--A Problem-Solving Duo: Applied Optimization Problems | Graphs of Antiderivatives and Solutions to Simple Differential Equations | Summation Notation and Some Sums | The Definition of the Definite Integral | Numerical Integration | An Application of the Definite Integral: Estimating Heating Costs | An Application of the Definite Integral: Underwater Navigation | Some Area Properties of Cubic Curves: An Exercise in Theorem Proving | Finding a "Natural" Base: An Exercise in Some Approximation Methods | Antiderivative Formulas Involving Exponential and Logarithmic Functions | Application of the Exponential Function: Some Models of Population Growth | Finding the Value of Infinite Series | Using Polynomials to Approximate the Values of Functions | Applying Polynomial Methods | Exploring Polar Coordinates | Functions of More Than One Variable
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Collection of laboratories that are coordinated with the texts, but are not dependent upon them. Designed to encourage students to experiment with ideas, make conjectures, and run experiments.
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