Calculus - Average Rate of Change

Auteur :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).

Nouvelles ressources

Rose Curve
Trefoil Knot
Cartesian vs Polar
Untitled
Angle Addition: Warm Up Exercises

Découvrir des ressources

UCSS Secondary Math III Unit 4B Lesson 1
appartenance
Cut the Polygon Puzzle
Kontaktni trikotnik
PATEL EULER'S LINE
W3 Algebra 2 Aiden's Statement About Transformations

Découvrir des Thèmes

Pyramide
Limites
Cercle
Vecteurs 2D (dans le Plan)
Vecteurs 3D (Espace)