ToMathLand
Blog creado para el seguimiento de los alumnos de del proyecto etwinning "TOgether in the LAND of MATHematics
Si tu tienes una manzana y yo tengo una manzana e intercambiamos dichas manzanas, entonces tu y yo tendremos una manzana cada uno.
Pero si tu tienes una idea y yo tengo una idea e intercambiamos dichas ideas, entonces tu y yo tendremos dos ideas cada uno.
(George Bernard Shaw)
martes, 21 de junio de 2011
jueves, 16 de junio de 2011
Mathematical Dictionary
jueves, 2 de junio de 2011
Today video chat
All students asked for a new chance to chat to their friends.
So today we have made a video-chat. I believe it has been the first time for all of us.
Even we have had some sound problems,it was very nice the first we heard their voices and see their faces in movement.
You can see some pictures here
So today we have made a video-chat. I believe it has been the first time for all of us.
Even we have had some sound problems,it was very nice the first we heard their voices and see their faces in movement.
You can see some pictures here
martes, 24 de mayo de 2011
viernes, 13 de mayo de 2011
International Day of Maths . Chatting with our friends.
To celebrate the international day of Maths we have done the chat with our Romanian partners.
It was really nice to see their faces.
Congratulations to all of you.
Spanish Teachers
It was really nice to see their faces.
Congratulations to all of you.
Spanish Teachers
jueves, 12 de mayo de 2011
"CHAT A 17 BANDAS"
Bueno, bueno, salut, ¿qué os ha parecido el chat de esta mañana? Personalmente me ha encantado, creo que ha sido una actividad muy interesante y motivadora. No todos los días tienen la oportunidad de chatear 17compañeros a la vez. Lo mejor ha sido ver vuestras caritas al intercambiar la información en inglés, en rumano, en inglés-rumano, en español-inglés, ... y todos nerviosos; hay hasta quien ha quedado para seguir hablando más tarde.
Es la otra cara del proyecto, cuando tomamos conciencia de que realmente no estamos solos en esto, que otros alumnos están trabajando lo mismo a casi 3.500 kilómetros de distancia.
Ahora os toca a vosotros hacer algún comentario, ce spui? (¿qué decís?, también yo he aprendido algo en rumano).
viernes, 15 de abril de 2011
Presentación actualizada
Hola, chicas, Patricia e Iris, ya he podido subir a la plataforma vuestra presentación, sin problema, ahora sólo queda eliminar la antigua. Os deseo una buena semana.
miércoles, 13 de abril de 2011
Regular Covering of The Plane, 5th Spanish Task
No olvides escribr tu respuesta en el twinspace.
REGULAR COVERING OF THE PLANEThe plane can be regularly covered by only three regular polygons:an equilateral triangle, a square or a hexagon. Now you are going to see it and you will know the reason. 1. The screen is divided in three parts. We are going to cover each of them with three polygons that you will find in the toolbar. ( We must show the points of the polygons on another polygon constructed previously, an anticlockwise direction) 2. Do you know how long the interior angles of each figure are? Interior angle of the equilateral triangle: Interior angle of the square: Interior angle of the hexagon: If you don´t know it you can measure them with the tool angle. 3. Look at the different mosaics: a) In the mosaic of equilateral triangles: How many triangles match up the same vertex? b) In the mosaic of squares: How many squares match up the same vertex? c) In the mosaic of hexagons: How many hexagons match up the same vertex? 4. Are the angles of paragraph 2 related with the angle of 360 degrees? Help: Look at the result of paragraph 3. 5. Find out if there is another regular polygon that achieves this. Why? Yolanda Baena Muñoz, Creación realizada con GeoGebra |
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