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Average and Instantaneous Rates of Change of a Function
Auteur :
Gary Church
Thème :
Calcul
,
Dérivée
This applet illustrates the geometric interpretation of the average and instantaneous rates of change of a function s = f(x), where x measures time and s measures distance.
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apec
seo tool
Pathway to Proof: Triangle Angles
Découvrir des ressources
Central Limit Theorem
formulaire_derivees
Exploring Quadratics
Geometry project first shape
Systems of Inequalities 2
Perpendicular bisectors
Découvrir des Thèmes
Parabole
Quadrilatère Quelconque
Équations Quadratiques
Symétrie
Fonction Tangente