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Limite, Continuidad y Derivadas: máximos y mínimos

Froggy Jumps

Played 2 %Accuracy 80 Average time 02:06

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Limite, Continuidad y Derivadas: máximos y mínimos
 

Froggy Jumps

Limite, Continuidad y Derivadas: máximos y mínimosOnline version

Juegos

by YEFER EDUARDO MORAN VERA
1

¿Cuáles son los puntos críticos de f(x)=4x^3+3x^2-6x+1?

2

Valor de f(-1) para f(x)=4x³+3x²-6x+1

3

¿Qué indica f''(1/2) para f(x)=4x³+3x²-6x+1?

4

¿Cuál es f(1/2) para f(x)=4x³+3x²-6x+1?

5

Puntos críticos de f(x)=2x^3 - x^2 -4x +1

6

¿Qué significa la 1ª derivada de una función en un punto f'(x) ?

7

La 2ª derivada f''(x) ayuda a determinar:

8

Si f'(x)=0 en x0, entonces:

9

Qué indica que f''(x) > 0 en un intervalo?

10

Regla básica para derivar de forma simple:

11

Si f''(x) cambia de signo en x=a, entonces:

12

La pendiente de la recta tangente en x es:

13

Regla de la cadena se utiliza para:

14

Si f'(x) crece, entonces f(x) es:

15

¿Qué expresa f''(x) de una función f(x)?

16

Si f'(x)=3x^2-6x+2, ¿f''(x) es?

17

Para f(x)=x^3-3x^2+2x, ¿f''(-2/3) vale?

18

Si f''(x)>0 en un intervalo, la curva es?

19

Una f''(x)=0 en un punto puede indicar?

20

Para f(x)=sin x, ¿f''(x) es?

21

La concavidad de f(x) está determinada por f''(x) en relación a?

22

Qué valor tiene f''(-2/3) para f(x)=x^3-3x^2+2x?

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