Education Technology

Calculus: Graph of Functions and Their Derivatives
by Texas Instruments

Published on June 09, 2008

Overview

In this activity, students observe the derivative as an indicator of increasing/decreasing function behavior. They also see that the derivative is an indicator of local maxima/ minima function behavior. Students learn to associate the graph of a function with its derivative.

Key Steps

  • Image

    Students will see how a function’s rate of change information (in the form of the graph of the derivative) describes the behavior of the function itself.

  • Image

    Students will graphically associate a function with its derivative.