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Cuestionario: Medidas de tendencia central

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Cuestionario: Medidas de tendencia central

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Conoce las medidas centrales

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Litzi montaño
Litzi montaño
Mexico

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Cuestionario: Medidas de tendencia central
 

Cuestionario: Medidas de tendencia centralOnline version

Conoce las medidas centrales

by Litzi montaño
1

¿Qué mide la media aritmética de un conjunto de datos?

2

¿Qué representa la mediana en un conjunto de datos ordenados?

3

¿Cuándo es más afectada la media por valores atípicos?

4

¿Qué es la moda?

5

Si un conjunto es 2, 4, 4, 4, 9, ¿cuál es la media?

6

¿Qué pasa con la mediana si hay un valor extremo muy alto?

7

¿Qué medida es menos sensible a valores extremos?

8

¿Qué se entiende por media ponderada?

9

¿Qué indicador describe la dispersión junto a la tendencia central?

10

¿Cuál es la forma correcta de elegir la medida central en un conjunto sesgado?

Explicación

La media es el promedio. La mediana es el valor central y la moda es el más frecuente.

La mediana es el valor central cuando los datos están ordenados.

Los valores atípicos tiran de la media hacia ellos.

La moda es el dato que aparece con mayor frecuencia.

Suma 2+4+4+4+9=23; 23/5=4.6.

La mediana es resistente frente a extremos, no se desplaza tanto.

La mediana minimiza el efecto de valores atípicos.

La media ponderada aplica pesos a cada dato.

La desviación mide cuánto se alejan los datos de la medida central.

Para distribuciones sesgadas, la mediana resume mejor el centro.

 
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