Calculus - Average Rate of Change

Author: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).

New Resources

Trefoil Knot
¿Quién llegará más lejos en el mundial?
z`]]
apec
Untitled

Discover Resources

Blackboard Unit 3 Project!
classifying by angles given sides
Angle Relationships
Копия Задача С ЕГЭ

Discover Topics

Hypergeometric Distribution
Differential Equation
Upper and Lower Sum or Riemann Sum
General Quadrilateral
Logarithmic Functions