Principles of Calculus Modeling: An Interactive Approach: List of Applets

## Principles of Calculus Modeling An Interactive Approach

by Donald Kreider, Dwight Lahr, and Susan Diesel
Department of Mathematics, Dartmouth College
Department of Mathematics, Norwich University

### List of Applets

Following is the alphabetical list of applets that appear on the Web site.

Accumulation: Distance Traveled
Accumulation: River Flow
Approximating Area: Using Rectangles
Approximating Areas: Inscribed Polygons
Arithmetical Operations on Functions
Average Velocity
Best Linear Approximation
Calculator: Values of Elementary Functions
Comparing Exponential Functions
Continuity of Functions
Curve Sketching: Concavity
Curve Sketching: Increasing/Decreasing
Definitions of sin(x) and cos(x)
Derived Function
Euler Population Predictions
Euler’s Method
Falling Object
Fitting AIDS Data
Flood Watch
Function Grapher
Inverse Functions
Least Squares Fitting
Limit of sin(x)/x as x approaches 0
Limits of Functions
Mean Value Theorem
Mean Value Theorem for Integrals
New Functions from Old
New Functions from Old Game
Newton’s Method
Numerical Integration
Optimization
Rate of Change
Riemann Sums
Secant and Tangent Lines
Shifting Graphs
Sleuthing Galileo
Slope Field
Stretching Graphs
Symmetry: Odd and Even Functions
Trigonometric Identities
Volume By Disks
Volume By Shells