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Calculo de Medidas

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Calculo de Medidas

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Aplicar las medidas de tendencia central (media, mediana y moda) al análisis de datos discretos en contextos educativos, utilizando herramientas digitales.

Created by

Isabel Mera
Isabel Mera
Ecuador

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Calculo de Medidas
 

Calculo de MedidasOnline version

Aplicar las medidas de tendencia central (media, mediana y moda) al análisis de datos discretos en contextos educativos, utilizando herramientas digitales.

by Isabel Mera
1

CARATULA

Título del Trabajo:

Ejercicio Estadístico de Calculo de Medidas de Tendencia Central

Nombre del Estudiante:

Mera Vera Katya Isabel

Asignatura:

Matemáticas II

Docente:

Ing. Iván Cacoango

Fecha:

22 de Mayo del 2025

2

Tema

Ejercicio Estadístico de Calculo de Medidas de Tendencia Central

Media (promedio):

Suma de todos los datos dividida por el número total.


Mediana:

El valor central cuando los datos están ordenados.


Moda:

El valor que más se repite.

3

Objetivo

Aplicar las medidas de tendencia central (media, mediana y moda) al análisis de datos discretos en contextos educativos, utilizando herramientas digitales.

4

Enunciado del Ejercicio

Mediante una evaluación de Gramática, 10 estudiantes de Noveno "B" obtuvieron las siguientes calificaciones sobre 10 puntos.

DATOS:

NOTAS

7, 8, 9, 7, 6, 8, 7, 9, 6, 10

ORDENAR

6, 6, 7, 7, 7, 8, 8, 9, 9, 10

  1. MEDIA:

6 + 6 + 7 + 7 + 7 + 8 + 8 + 9 + 9 + 10 = 77 = 7.7

10 10

  1. Mediana:

ORDENAR

6, 6, 7, 7, 7, 8, 8, 9, 9, 10

Como son 10 datos (par)

7 + 8 = 15 = 7

2 2

  1. Moda:

El número que mas se repite es el 7

5

REFLEXIÓN

Las medidas de tendencia central —media, mediana y moda— son herramientas fundamentales para analizar datos en contextos educativos.

Comprender estas medidas permite interpretar mejor la realidad del aula y promover una educación basada en evidencias concretas.

6

TEST

https://es.educaplay.com/recursos-educativos/23961340-test_de_6_preguntas.html
 
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