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Puntos máximos y mínimos de la derivada (teoría)

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Puntos máximos y mínimos de la derivada (teoría)

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Derivadas

Created by

Dana Martínez
Dana Martínez
Mexico

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Puntos máximos y mínimos de la derivada (teoría)
 

Puntos máximos y mínimos de la derivada (teoría)Online version

Derivadas

by Dana Martínez
1

Si f'(x0)=0 y f''(x0)<0, entonces hay un máximo en x0 ?

2

En un punto máximo la función sigue creciendo después del punto?

3

¿Una función siempre tiene máximos y mínimos?

4

¿La derivada debe igualarse a cero para encontrar puntos críticos?

5

Cuando f'(x0)=0 y f''(x0)=0, la segunda derivada no basta para concluir; puede haber mínimo, máximo o punto de inflexión.

6

¿Un punto mínimo es el valor más pequeño de una función?

7

¿Si la derivada es negativa, la función está decreciendo?

8

Un extremo relativo siempre se produce cuando f' cambia de signo.

9

¿La derivada sirve para encontrar puntos máximos y mínimos?

10

¿Un punto máximo es el valor más grande de una función?

 
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