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Medidas de Tendencia Central (Datos Agrupados)

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Medidas de Tendencia Central (Datos Agrupados)

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About this activity

Reto de tendencias centrales en datos agrupados.

Created by

KAROLAIN CHARRIS RODRIGUEZ
KAROLAIN CHARRIS RODRIGUEZ
Colombia

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Medidas de Tendencia Central (Datos Agrupados)
 

Medidas de Tendencia Central (Datos Agrupados)Online version

Reto de tendencias centrales en datos agrupados.

by KAROLAIN CHARRIS RODRIGUEZ
1

Las medidas de centralización son valores considerados representativos de la serie de datos. Los más utilizados son: la moda, la media aritmética y la mediana.

2

La mediana de datos agrupados se aproxima encontrando la clase que contiene la posición N/2 y usando interpolación dentro de esa clase.

3

La media de datos agrupados se obtiene promediando solo los extremos de cada intervalo.

4

La frecuencia acumulada facilita hallar la mediana y los cuartiles en datos agrupados.

5

La moda de datos agrupados es siempre el límite superior de la clase modal.

6

La media aritmética es el valor que se obtiene al dividir la suma de todos los valores de la variable entre el número total de estos. Se representa por x (x-barra)

7

La moda de datos agrupados se identifica como la clase modal con la mayor frecuencia y se usa su punto medio como estimación de la moda.

8

La mediana se calcula como el valor central exacto sin necesidad de interpolación.

9

La etapa final de un estudio estadístico es el análisis de los datos recogidos con el fin de extraer conclusiones que puedan ser de interés.

10

La mediana no deja por debajo y por encima el 50 % de la distribución de datos

 
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