Browsing: All Content in Calculus for Concept of the Derivative Browse discussions |
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Resource Name |
Topic (Course) |
Technology |
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$? |
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A Tabular View of the Second D...
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As an instant. rate of change (Calculus) |
Java Applet |
Tool |
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[0]
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A Java applet that introduces the second derivative using a table, with questions to answer using the applet. Includes a re-scalable presentation version with large fonts.
More: lessons, discussions, ratings, reviews,...
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Average Rate of Change and Der...
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As the lim. of the diff. quot. (Calculus) |
Java Applet |
Tool |
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[0]
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Investigate the tangent as a limit of secant lines, using several different functions.
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Average Velocity and Speed
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And average rate of change (Calculus)+ |
Java Applet |
Tool |
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[0]
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A Java applet that introduces the concepts of average and instantaneous velocity. Includes a re-scalable presentation version with large fonts.
More: lessons, discussions, ratings, reviews,...
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Calculus Made Easy App
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Concept of the Derivative (Calculus) |
TI-89 |
Tool |
$ |
[3]
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Contains concise rules and corresponding examples for functions, limits, derivatives, integrals, trigonometry, and BC Calculus. The app is available for download at a price of $29.95. For step-by-s...
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Definition of Derivative at a ...
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As the lim. of the diff. quot. (Calculus) |
Flash |
Tool |
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[0]
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Uses the definition of derivative to prove that the absolute value function is not differentiable at x = 0.
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Definition of the derivative
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Concept of the Derivative (Calculus) |
JavaScript |
Activity |
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[1]
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An interactive quiz testing knowledge about the derivative and differentiability.
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Derivate
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Concept of the Derivative (Calculus) |
Java Applet |
Tool |
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[0]
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Begin understanding the meaning of the derivative at a point on a function. View the graph and the equation of the line tangent to any function at any point on the function.
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Derivate
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Concept of the Derivative (Calculus) |
Java Applet |
Tool |
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[0]
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Begin understanding the meaning of the derivative at a point on a function. View the graph and the equation of the line tangent to any function at any point on the function.
More: lessons, discussions, ratings, reviews,...
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Derivative Definition Exercise
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As the lim. of the diff. quot. (Calculus) |
Computer |
Activity |
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[1]
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Investigate different definitions of the derivative.
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Derivative Definitions Applet
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As the lim. of the diff. quot. (Calculus) |
Computer |
Support Material |
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[0]
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Detailed directions for producing the Geometer's Sketchpad construction used to create the Derivative Definitions applet.
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Derivative Function
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As an instant. rate of change (Calculus) |
Java Applet |
Tool |
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[0]
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A Java applet that introduces the derivative as a function, with questions to answer using the applet. Includes a re-scalable presentation version with large fonts.
More: lessons, discussions, ratings, reviews,...
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Derivative at a Point
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As an instant. rate of change (Calculus) |
Java Applet |
Tool |
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[1]
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A Java applet that introduces the derivative at a point. Includes a re-scalable presentation version with large fonts.
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Derivative of e^x
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As the lim. of the diff. quot. (Calculus) |
Java Applet |
Tool |
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[0]
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Use polar coordinates to visualize the derivative of e^x.
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Derivative of log x
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As the lim. of the diff. quot. (Calculus) |
Java Applet |
Tool |
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[0]
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Use polar coordinates to visualize the derivative of log x.
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Differentiability
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Differentiability & continuity (Calculus) |
Java Applet |
Tool |
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[0]
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A Java applet that introduces the concept of differentiability, with questions to answer using the applet. Includes a re-scalable presentation version with large fonts.
More: lessons, discussions, ratings, reviews,...
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Differentials
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Leibniz notation (Calculus) |
Flash |
Tool |
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[0]
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Animated discussion of differentials (dx and dy) and their use in approximating functions.
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Exponential Growth
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As an instant. rate of change (Calculus) |
TI-Nspire |
Activity |
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[0]
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The main objective of this activity is to find an approximation for the value of the mathematical constant e and to apply it to exponential growth and decay problems. To accomplish this, student...
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From Secant Lines to Tangent L...
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Derivatives analytically (Calculus)+ |
Sketchpad |
Activity |
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[1]
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This activity demonstrates one of the many ways Sketchpad can be used in a calculus or math analysis class. Here, students explore the relationship between the slopes of secant lines to a curve...
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Function, Derivative and Integ...
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Graphical & numerical (Calculus) |
Java Applet |
Tool |
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[0]
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An interactive demonstration of the relationship between a function, its derivative, and its integral. The function is not defined by a formula but by an interactive graph.
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Functions with absolute value ...
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Differentiability & continuity (Calculus) |
Java Applet |
Tool |
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[0]
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A quiz: determine whether functions based on the absolute value function are differentiable.
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Graphing Calculator (formerly ...
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Graphical & numerical (Calculus) |
Computer |
Tool |
$ |
[1]
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A very powerful graphing program that is also especially easy to use. You can graph functions in two or more dimensions using different kinds of coordinates. You can make animations and save as movies...
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Graphing f '(x): Increasing, D...
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Derivatives analytically (Calculus) |
Sketchpad |
Activity |
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[0]
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This activity is designed to follow the activities From Secant Lines to Tangent Lines and Slopes and Derivatives [referenced below], but it can easily stand on its own. Using a dynamic t...
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Instantaneous Rate of Change
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As an instant. rate of change (Calculus) |
Sketchpad |
Tool |
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[1]
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Download this Sketchpad file to investigate instantaneous rate using a model of a door operated by a door closer. Students explore the graph of the door's angle as a function of time, and find the lim...
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Instantaneous Velocity
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As an instant. rate of change (Calculus) |
Java Applet |
Tool |
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[0]
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A Java applet that introduces the concepts of instantaneous velocity. Includes a re-scalable presentation version with large fonts.
More: lessons, discussions, ratings, reviews,...
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Making a Function Continuous a...
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Differentiability & continuity (Calculus) |
Java Applet |
Tool |
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[0]
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A Java applet that illustrates how to make a piecewise function continuous and differentiable, with questions to answer using the applet. Includes a re-scalable presentation version with large fonts.
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