Introducción

— Objetivo principal: que todo el mundo se anime a llevar algo al aula[br][br]— Objetivo ideal: generar grupos de trabajo, intercambio…[br][br]— Metodología: mixta/activa[br][br]— Utilizar GeoGebra en el aula sin saber (casi) GeoGebra[br][br]— Es muy difícil (por no decir imposible) que un alumno de 3.º de ESO sea capaz de demostrar la existencia de la recta de Euler. Pero… como ver es creer, ¿es imposible que lo visualicen y por tanto se lo crean?
— Voy a intentar convenceros de que:[br][list][*]Se puede usar GeoGebra en el aula sin necesidad de que la docente sea una experta[/*][*]Se puede utilizar GeoGebra sin que ello suponga romper con la programación del departamento[/*][*]El alumnado puede aprender los rudimentos de GeoGebra a la vez que aprenden los contenidos matemáticos del tema[/*][*]Incluso ¡podemos utilizar GeoGebra en el examen![/*][/list]— Tres formas que el alumnado trabaje con GeoGebra:[br][list][*]A partir de una actividad creada por algún experto[/*][*]Con un applet creado para reforzar una explicación o un problema concreto[/*][*]Como herramienta pura de dibujo (exploración, investigación…)[/*][/list]

Un asunto pendiente

1.º ESO (continuación)

—Como decíamos ayer…[br][img]data:image/png;base64,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[/img]

Bachillerato

— Ricardo Alonso: <https://www.geogebra.org/u/raliarte>
Ricardo Alonso (Bachillerato)

Bachillerato

— Ricardo Alonso
Ricardo Alonso (Bachillerato)

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