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¿Apoco si? o ¿Apoco no? de Integrales, derivadas y limites

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¿Apoco si? o ¿Apoco no? de Integrales, derivadas y limites

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¿Apoco no te sabes la respuesta? Pon a prueba tus conocimientos de Calculo Integral, Derivadas y Limites respondiendo SI o NO a cada afirmación. Incluye teoria, ejercicios practicos y errores comunes, trabajando siempre con potencias y reglas basicas. Pero CUIDADO que solo tienes 8 vidas y con cada error pierdes una y si se te acaban todas se terminara el juego.

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ASHLYN RUBI RIVERA CUELLAR
ASHLYN RUBI RIVERA CUELLAR
Mexico

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¿Apoco si? o ¿Apoco no? de Integrales, derivadas y limites
 

¿Apoco si? o ¿Apoco no? de Integrales, derivadas y limitesOnline version

¿Apoco no te sabes la respuesta? Pon a prueba tus conocimientos de Calculo Integral, Derivadas y Limites respondiendo SI o NO a cada afirmación. Incluye teoria, ejercicios practicos y errores comunes, trabajando siempre con potencias y reglas basicas. Pero CUIDADO que solo tienes 8 vidas y con cada error pierdes una y si se te acaban todas se terminara el juego.

by ASHLYN RUBI RIVERA CUELLAR
1

∫ 0 dx = 0

2

La derivada es la operacion inversa a la integral

3

La integral indefinida da como resultado una familia de funciones, no una sola.

4

∫ 4x⁻² dx = −4/x + C

5

∫ x⁻² dx = x⁻¹ + C

6

Para integrar X^n siempre sumamos 1 al exponente y dividimos entre el nuevo exponente

7

∫ 2x dx = x² + C

8

∫ 5x dx = (5/2)x² + C

9

Para integrar una potencia, restamos 1 al exponente y dividimos

10

La integral de una suma es igual a la suma de las integrales

11

Derivada de x⁻⁵ = −5x⁻⁴

12

La derivada de x⁻² es −2x⁻³

13

Calcular un limite siempre requiere sustituir y ver que pasa cuando x se acerca, no importa el valor exacto.

14

∫ 5x⁴ dx = x⁵ + C

15

∫ 3x² dx = x³ + C

 
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