divendres, 3 de juliol del 2020


TEMA 15. Estadística y probabilidad.


ACTIVIDADES INTERACTIVAS

1. Tablas de datos

2. Organizar datos

3. Tablas y gráficos

4. Completa gráficos

5. Piedra, papel o tijera.

6. Azar y probabilidad

7. Experiencias aleatorias

8. Probabilidad y estadística




TEMA 13. FORMAS ESPACIALES

POLIEDROS


PIRÁMIDES


PRISMAS

 

ACTIVIDADES INTERACTIVAS  

1. Cuerpos geométricos 

2. Poliedros y no poliedros 

3. Prismas o pirámides 

4. Prismas 

5. Pirámides 

6. Cilindros y conos 

7. Cuerpos redondos 

8. Cuerpos de revolución 



 
"TODOMATES"






TOT GEOMETRIA

http://www.ceiploreto.es/sugerencias/Educarchile/matematicas/Pitagoras_1_2/Pitagoras.swf

dilluns, 8 de juny del 2020

SETMANA DEL 8 AL 12 DE JUNY


Creu Roja i Carrefour recullen material escolar per a milers d ...
QUÈ PASSARIA SI...

data:image/jpeg;base64,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


Els tres porquets: Combel Editorial
UN CONTE CADA SETMANA...

 La filla del carboner | Alf 

UN CUENTO CADA SEMANA... 

Fábulas
 “Edición digital. Derechos Reservados. Biblioteca Digital
© Instituto Latinoamericano de la Comunicación Educativa ILCE”.