# 3.4. Zonas deportivas

# Cuadriláteros y Paralelogramos

El la zona deportiva del campamento puedes encontrar diferentes pistas deportivas de distintas formas geométricas.

Ahora te vas a centrar en los cuadriláteros.

El campo de fútbol, la cancha de baloncesto, las piscinas y las pistas de tenis tienen forma de cuadrilátero, ya que están delimitadas por cuatro lados.

En definitiva, los cuadriláteros son polígonos formados por 4 lados y 4 ángulos.

Se pueden clasificar de la siguiente manera:

## Paralelogramos

Poseen lados paralelos dos a dos. Es decir, los lados opuestos son paralelos.

## Trapecios

Poseen 2 lados paralelos y 2 que no lo son

## Trapezoides

No tienen lados paralelos

Los paralelogramos a su vez podemos clasificarlos de la siguiente manera:

## Cuadrados

Los 4 lados son iguales y los 4 ángulos son rectos (90º)

## Rectángulos

Los lados son iguales dos a dos y los 4 ángulos son rectos (90º)

## Rombos

Los 4 lados son iguales y los ángulos son iguales dos a dos

## Romboides

Tanto los lados como los ángulos son iguales dos a dos

Ahora te toca a ti ponerte manos a la obra. Con la ayuda de una regla, en una hoja cuadriculada de tu cuaderno dibuja un cuadrilátero de cada tipo, un trapecio y un trapezoide. ¡Ánimo!

# La información es valiosa

Lee y completa:

Los Rellenar huecos (1):
JXUwMDI4JXUwMDExJXUwMDEzJXUwMDEzJXUwMDBkJXUwMDA5JXUwMDA5JXUwMDAzJXUwMDA4JXUwMDE1JXUwMDEzJXUwMDBjJXUwMDAyJXUwMDFj poseen lados paralelos dos a dos. Es decir, los lados opuestos son paralelos.

Los trapecios, poseen 2 lados paralelos y 2 Rellenar huecos (2):
JXUwMDI5JXUwMDA0JXUwMDEwJXUwMDQ1JXUwMDRlJXUwMDAxJXUwMDRmJXUwMDRjJXUwMDAzJXUwMDRmJXUwMDUzJXUwMDFjJXUwMDAx .

Los Rellenar huecos (3):
JXUwMDJjJXUwMDA2JXUwMDEzJXUwMDExJXUwMDE1JXUwMDFmJXUwMDE1JXUwMDA2JXUwMDBkJXUwMDAxJXUwMDE2 no tienen lados Rellenar huecos (4):
JXUwMDI4JXUwMDExJXUwMDEzJXUwMDEzJXUwMDBkJXUwMDA5JXUwMDA5JXUwMDAzJXUwMDFj .

Los 4 lados de los cuadrados son Rellenar huecos (5):
JXUwMDMxJXUwMDBlJXUwMDEyJXUwMDE0JXUwMDBkJXUwMDA5JXUwMDE2 , y sus 4 ángulos son Rellenar huecos (6):
JXUwMDJhJXUwMDE3JXUwMDA2JXUwMDE3JXUwMDFiJXUwMDFj .

En los Rellenar huecos (7):
JXUwMDJhJXUwMDE3JXUwMDA2JXUwMDE3JXUwMDk1JXUwMDhmJXUwMDA5JXUwMDEyJXUwMDE5JXUwMDAzJXUwMDFj , los lados son iguales dos a dos y los 4 Rellenar huecos (8):
JXUwMGI5JXUwMDhmJXUwMDA5JXUwMDEyJXUwMDE5JXUwMDAzJXUwMDFj son rectos ( 90º ).

En los rombos, los 4 Rellenar huecos (9):
JXUwMDM0JXUwMDBkJXUwMDA1JXUwMDBiJXUwMDFj son iguales y los ángulos son Rellenar huecos (10):
JXUwMDMxJXUwMDBlJXUwMDEyJXUwMDE0JXUwMDBkJXUwMDA5JXUwMDE2JXUwMDUzJXUwMDQ0JXUwMDBiJXUwMDFjJXUwMDUzJXUwMDQxJXUwMDQxJXUwMDQ0JXUwMDBiJXUwMDFjJXUwMDVk

En los Rellenar huecos (11):
JXUwMDJhJXUwMDFkJXUwMDAyJXUwMDBmJXUwMDBkJXUwMDA2JXUwMDBkJXUwMDAxJXUwMDE2 , tanto los lados como los ángulos son iguales dos a dos

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# Clasifica los cuadriláteros

Clasifica los cuadriláteros

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0 1 2 3 4 5 6 7 8
Su navegador no es compatible con esta herramienta.

# Zona de actividades

Con este applet de Geogebra puedes crear todos los casos posibles de cuadriláteros.

En concreto deberás construir:

1. Un rectángulo para una pista de voleibol.
2. Un rombo para un campo de béisbol.
3. Un trapecio para una piscina recreativa.
4. Un cuadrilátero cualquiera para una pista de usos múltiples.

https://www.geogebra.org/m/dqs7wtft (Ventana nueva)

Proxecto%20cREAgal,https%3A//www.geogebra.org/m/dqs7wtft,Creamos%20cuadril%E1teros,1,Autor%EDa
Actividad%20no%20completada,Actividad%20superada.%20Puntuaci%F3n%3A%20%25s,Actividad%20no%20superada.%20Puntuaci%F3n%3A%20%25s,Guardar%20la%20puntuaci%F3n

# Trabajo en equipo: Polígonos escondidos

En equipo, tendréis que buscar por toda la clase esos objetos con forma de cuadriláteros.

1. Observad con atención.
2. Apuntad los descubrimientos.
3. Debatid en equipo e identificad el cuadrilátero.

Podéis ayudaros de la ficha que está a continuación.

¡Mucho ánimo!

# Ficha: Polígonos escondidos

- Polígonos escondidos, formato ODT (descarga el documento) (Ventana nueva)
- Polígonos escondidos, formato PDF (descarga el documento) (Ventana nueva)

Obra publicada con Licencia Creative Commons Reconocimiento No comercial Compartir igual 4.0

Creado con eXeLearning (Ventana nueva)