3.4. Zonas deportivas

Cuadriláteros y Paralelogramos

Complejo deportivo con diferentes zonas para practicar diversos deportes.

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): poseen lados paralelos dos a dos. Es decir, los lados opuestos son paralelos.

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

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

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

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

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

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

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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:

Un rectángulo para una pista de voleibol.
Un rombo para un campo de béisbol.
Un trapecio para una piscina recreativa.
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.

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

Podéis ayudaros de la ficha que está a continuación.

¡Mucho ánimo!

Ficha: Polígonos escondidos

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