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Desafío Curva Normal y Z

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Desafío Curva Normal y Z

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About this activity

Afirmaciones sobre la curva normal y puntuaciones Z.

Created by

Ulises Arquimides Cruz Lopez
Ulises Arquimides Cruz Lopez
El Salvador

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Desafío Curva Normal y Z
 

Desafío Curva Normal y ZOnline version

Afirmaciones sobre la curva normal y puntuaciones Z.

by Ulises Arquimides Cruz Lopez
1

En una distribución normal, aproximadamente el 95% de los valores caen entre μ - 1.96σ y μ + 1.96σ.

2

Z = (X - μ) / σ indica cuántas desviaciones estándar se aparta X de la media.

3

El valor Z de 0 corresponde al percentil 50 de la distribución normal.

4

En control de calidad, la curva normal no se usa para establecer límites de especificación.

5

El área bajo la curva normal entre z = -1 y z = 1 es aproximadamente el 68%.

6

El uso de Z solo es válido para distribuciones simétricas distintas de la normal.

7

La distribución normal estandarizada N(0,1) tiene μ = 1 y σ = 0.

8

Un valor Z de 3 corresponde al 50% de probabilidad acumulada desde la media.

9

La desviación típica de la población no influye en el cálculo de Z.

10

Las puntuaciones Z permiten comparar observaciones de distintas distribuciones al estandarizarlas a N(0,1).

 
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