TAREA FINAL
Galería de imágenes
- https://image.jimcdn.com/app/cms/image/transf/none/path/s99502c7431229b79/image/i888ed62bcadd7440/version/1402255058/image.jpg
- https://services.meteored.com/img/article/orientate-con-la-astronomia-y-ii-180892-4_768.jpg
- https://cloud10.todocoleccion.online/antiguedades-tecnicas/tc/2016/08/01/10/58357612.jpg
- https://sobrehistoria.com//wp-content/uploads/2014/02/numeros-romanos-tallados-600x458.jpg
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
EXPOSICIÓN DE ÁBACOS Y MONEDAS
- Duración:
- 5 horas
- Grupos:
- 5 alumnos/as
SITUACIÓN DE PARTIDA
Antes de comenzar vamos a observar la galería de imágenes que tenemos al comienzo. En ella podemos ver distintas formas de medir el tiempo en la antigüedad, números diferentes que se escribían con letras (los números romanos) y monedas que se utilizaban en otros tiempos.
¿Quieres saber más sobre todo esto?
TAREA A REALIZAR
Vamos a investigar en el pasado y descubrir y comprender otra forma de ver las cosas que tenemos en la actualidad.
Conoceremos cómo se representa en diferentes ábacos los números hasta el 999, diferentes formas de medir el tiempo y diferentes monedas que han existido a lo largo de la historia.
Para realizar esta tarea, investigaremos sobre todo ello y el resultado se verá reflejado en una exposición final de ábacos, instrumentos de medida y monedas o billetes de otras épocas.
TAREA SUPERADA
Para superar la tarea, realizaremos las actividades propuestas a lo largo de la unidad y llegaremos a alcanzar unos conocimientos que nos permitan realizarla.
Así, seremos capaces de:
- Conocer los números hasta el 999.
- Conocer y utilizar los números ordinales hasta el 20º.
- Calcular la mitad de una cantidad.
- Conocer y utilizar correctamente las monedas y billetes de euro.
- Realizar las actividades propuestas en la unidad.
La tarea se dará por superada cuando:
- El alumnado trae a clase ábacos o fotografías/dibujos de ábacos de diferentes tipos. Se representan números de diferentes maneras y con distintos objetos a lo largo de la historia.
- El alumnado consigue traer a clase distintas monedas o billetes de antes del euro. Se podrán traer también fotografías. Se elaborarán historias que provengan de las familias sobre estas monedas, para exponerlas junto a las monedas y billetes.
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