LA FESTA MAJOR
AVUI
US FEM
ARRIBAR UNA PROPOSTA
MATEMÀTICA
DE la mà
DE MINYONS I CASTELLERS.
3 DE 10
VOLEU
CONSTRUIR ELS
VOSTRES CASTELLS ?
1. TRIEU
UN MATERIAL( FITXES DE DÓMINO,
ROTLLES BUITS WC,
PECES LEGO...)
2. TRIEU
UN CASTELL 2 DE
5 ,
2 DE 6,
3 DE 7
3. El
primer nombre (vermell)
són els castellers de
cada PIS
4. El
segon nombre
(BLAU) són
els pisos que té el
castell
5. I ara..., EQUILIBRI I AMUNTamb les vostres
cosntruccions
cosntruccions
👭 també us convidem a Fer el dibuix del ![](data:image/png;base64,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)
castell en un Full de paper.
Ah! I no oblideu posar el nom ! (2 de 8, 3 de 9)
![](data:image/png;base64,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)
castell en un Full de paper.
Ah! I no oblideu posar el nom ! (2 de 8, 3 de 9)
LA SEGONA ACTIVITAT QUE US PROPOSEM AVUI ,
ÉS FER UN TRENCACLOSQUES
de FESTA MAJOR
de FESTA MAJOR
1. TRIEU EL PERSONATGE QUE MÉS US AGRADI...
2. COMPTEU LES LLETRES DEL SEU NOM
3. ESCRIVIU CADA LLETRA EN UN BASTONET PLA O
EN UNA TIRA DE CARTRÓ
4. ENGANXEU LES TIRES PER DARRERA AMB CINTA
ADHESIVA.
5. DIBUIXEU I PINTEU EL VOSTRE
PERSONATGE, A SOTA DEL NOM.
6. TRAIEU LA CINTA ADHESIVA I... JA TENIU EL
TRENCACLOSQUES !
I TAMBÉ AMB GEGANTS...
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