Calculus - Average Rate of Change

Autor:David Beydler

This applet shows the average rate of change of a function as a secant line. You can move the intersection points to make the secant line approach the tangent line (where you have an instantaneous rate of change).

Neue Materialien

GeoGebra 3D Modeling Workshop (March 8 2024)
繪畫垂直線
Graphing Basic and Compound Inequalities
Writing and Graphing Proportional Relationships (k>0)
Squaring a Rectangle (PST Version)

Entdecke Materialien

Untitled
Polar Points of Intersection C1005X18
sinerule
Moment of Force about a point
Untitled

Entdecke weitere Themen

Sekante
Fläche
Trapez
Normalverteilung
Winkel