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Desafío de Probabilidad

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Desafío de Probabilidad

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Quiz de probabilidades: unión, intersección y Laplace

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FERNANDA CATALINA BALBOA MONTECINOS
FERNANDA CATALINA BALBOA MONTECINOS
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Desafío de Probabilidad
 

Desafío de ProbabilidadOnline version

Quiz de probabilidades: unión, intersección y Laplace

by FERNANDA CATALINA BALBOA MONTECINOS
1

La regla de Laplace dice que, si todos los resultados del espacio muestral son equiprobables, P(A)=n(A)/n(S).

2

La probabilidad de A∪B ( cuando la intersección no es vacía ) se calcula con P(A)+P(B)-P(A∩B).

3

Si dos eventos A y B NO son mutuamente excluyentes, entonces P(A∪B)=P(A∩B).

4

En un espacio muestral de 5 con 3 casos favorables, la probabilidad es 5/3

5

La regla multiplicativa de probabilidad solo se aplica a eventos independientes.

6

El principio multiplicativo señala que: P (A∪B)= P(A) x P(B)

7

Si los eventos son mutuamente excluyentes, P(A∪B)=P(A)+P(B).

8

El espacio muestral es el conjunto de todos los resultados posibles del experimento.

9

La probabilidad de A∪B siempre es menor que la suma de P(A) y P(B).

 
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