Ángulos rectos con policubos

Con la actividad de los “Ángulos rectos con policubos” podrás practicar cuando quieras y donde quieras la geometría.


(2º Ciclo de Primaria, 4º curso)

 

La naturaleza siempre nos ofrece materiales para hacer actividades y también para trabajar los ángulos rectos.
Como ves, necesitas muy pocos materiales y la actividad te aportará mucho conocimiento.

Materiales
  • Varios policubos para cada participante (unos 20 o más).
  • Palos.

https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcR24oPrw79Xfte4IIFP5ZBb5bd5vsblBbVCTsrCfQ_YzQfsUuA1

Como realizar la actividad de los ángulos rectos

Para hacerte con los palos solo hace falta que hagas una mini excursión. Seguro que te encanta recoger todo tipo de palos, piedras y elementos que se encuentran en la naturaleza.
Como acabamos de trabajar en clase un poco los ángulos rectos, esta actividad es perfecta para afianzar los conocimientos aprendidos.
Para ello, debemos de saber qué son y en qué posición deben estar dos palos para formar un ángulo recto.

Tienes que conseguir varios palos (10 por ejemplo) y otros tantos policubos. Seguidamente darás rienda suelta a tu imaginación para crear figuras con los palos y marcar con los policubos cada uno de los ángulos rectos que se hayan formado.

Se trata de que se construya el mayor número de ángulos rectos posibles, con los palos que tienes.

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


Te sorprenderás de las obras de arte que eres capaz de crear.





¿Te ha gustado la idea que te proponemos?
¡Adelante y aprendamos jugando!