Rolle's Theorem

A continuous differentiable function is shown over a domain with equal end points. The [math]f'(x)=0[/math] points are indicated. There can never be zero diamonds between the points with [math]f(a) = f(b)[/math] if [math]a \ne b[/math].

 

Dr. Doug Davis, 3D

 
Type de ressources
Activité
Balises
Tranche d'âges
18 – 19+
Langue
English
 
 
Version GeoGebra
5.0
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4308
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