dimarts, 31 de març del 2020

DIMARTS, 31 DE MARÇ




Bon dia al·lotets i
al·lotetes!!

 
Com esteis?? 



Jo avui estic molt 

contenta perquè he rebut moltes fotos i feinetes 

vostres Esteis a tope, us he posat a


ENHORABONA !!!



   
Què podem fer avui?

1. ANGLÈS


Avui revisarem el tema del menjar. Començarem amb un ‘chant’. Després teniu un vídeo sobre menjar saludable (Healthy food).

Finalment us proposam un joc on heu de decidir si el menjar és saludable (healthy) or no saludable (unhealthy).

2. MATES 

- Dictat de nombres (del 0 fins el 49)

- Practica el càlcul jugant amb el joc que 

trobaràs a la pestanya PRACTICA MATES




3. UN CONTE. 
- Després dibuixa a 2 o 3 amic i/o amigues.






4. I LES FOTOS D'AVUI!!!

A la classe tenim artistes, escriptors, cuiners, inventors, esportistes...
 





























Us estim mooooolt!

divendres, 27 de març del 2020

DIVENDRES, 27 DE MARÇ

Bon diaaa!!

Preparats  per fer un poc de feineta???

Aquí teniu propostes per avui:
1. VALORS 
" El valor de compartir" 

Mira aquest vídeo i, parla del que ha passat amb algun familiar.

  • Per què trobes que s'enfada es canet amb la cigonya?
  • Per què la cigonya li pren els cucs? Per a qui són?
  • Quan el canet veu per què ho fa, què decideix fer?
  • La cigonya com li agraeix?
  • Tu, intentes ajudar als demés?, com? què fas? 
2. CATALÀ
  •  Escriu tres frases sobre el vídeo anterior.
  • Ves a la pestanya de dalt  PRACTICA LLENGUA i juga a ...
"TROBA LA PARAULA AMAGADA"

3. MATEMÀTIQUES
  • Dictat de nombre del 0 al 39 ( Demana ajuda i que et facin un dictat de números)
  • Escriu de 2 en 2 del 0 al 20
  • Ordena els sgüents nombres de GROS a PETIT:
23,  35, 18, 30, 16, 29, 33, 10
  • Col.loca i resol les següents operacions 👉
20 + 15 =
14 - 10=
38 - 16 = 
23 + 23 =

4. ANGLÈS
  
 Avui revisarem  les 6 SIMPLE MACHINES.
 Començarem amb un rap.
 Hem rebut una carta d’un robot que va a Primer 
a l’escola de Robots del seu poble. Ens demana
 ajuda per fer una activitat sobre les Simple
 Machines. El podeu ajudar? 
 A l’activitat veureuuna imatge d’un objecte i heu
 d’elegir quin tipus de Simple Machine és.

5.FOTOS 
 
I aquí teniu més fotos...quina il.lusió!!!













 


Per acabar un poso un vídeo per entendre un poc més el moment tant raro que estem vivint i com ens sentim gràcies al conegut
 MONSTRE DE COLORS.



Que passeu molt bon CAP DE SETMANA!
FINS DILLUNS!
 Rita

dijous, 26 de març del 2020

DIJOUS 26 DE MARÇ


Bon diaaa!!
Com estan es fiets i ses  fietes més guapos del món???

Aquí teniu propostes per avui:

1. ANGLÈS (anar a la pestanya d'anglès)
A classe hem treballat el conte 
THE 3 BILLY GOATS. Avui us proposam que mireu un vídeo amb una nova versió de la història. Esper que us agradi.


2. CATALÀ

Si cliques aquest enllaç pots fer MOTS ENCREUATS
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

https://clic.xtec.cat/projects/encreuats/jclic.js/index.html
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


Resultat d'imatges per a "MOTS ENCREUATS CLIC"

- Mira el vídeo  després practica fent unes quantes restes.


35 - 13
29 - 25
14 - 14
36 - 6
37 - 31

També pots segui amb el quadern de "SET I MIG" i practicar el CÀLCUL MENTAL.

I aquí teniu les fotos que m'heu enviat!!! 


 En Jon i n'Àsia han fet magdelenes. Mmmmm
Molt bé QUIN aquesta feineta!!!


Mirau quina PIRATA més guapa!






I n'Adriana fent manualitats i treballant

I per acabar un vídeo que ha fet na Lucía amb el seu germà.



Esper que passeu molt bon dia.

Besades i fins demàaaaa . Rita