Crear una cuenta en GeoGebra
Para trabajar con GeoGebra es muy deseable tener creada una cuenta. Esto nos permitirá tener un lugar accesible desde cualquier sitio en el que guardar nuestras construcciones.[br]Para crear una cuenta puedes seguir este video
AleatorioEntre
Una forma sencilla de generar números aleatorios con GeoGebra es utilizando el comando [url=https://wiki.geogebra.org/es/Comando_AleatorioEntre]AleatorioEntre[/url], esto nos permitirá que los datos de partida no sean los mismos para todos los alumnos. [br]Podemos plantear actividades con situaciones de partida y procedimientos similares pero con datos distintos.[br]Vamos a comenzar con un ejemplo sencillo, supongamos que queremos generar aleatoriamente un punto del plano comprendido entre -5 y 5 para cada una de sus componentes. 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[/img][br]De este modo se genera un punto distinto en cada situación.[br][br][list=1][*]Crea una construcción en la que se muestre una recta con pendiente 1 que pasa por un punto generado aleatoriamente, como se ha hecho en el ejemplo.[/*][*]Añade otra recta que pase por el punto anterior y cuya pendiente se genere aleatoriamente entre -2 y -1 con valores decimales, esto es la pendiente puede tomar los valores -2, -1.9, -1.8,..., -1.1, -1[/*][/list]
Baricentro
Observa la siguiente construcción, en ella se pide a un alumno que identifique el baricentro de un triángulo y que coloque el punto en ese lugar, luego con el botón "Comprobar" se comprueba si se ha realizado correctamente la tarea.
Veamos cómo se ha realizado la construcción, para ello abre la actividad con GeoGebra y haz visible la vista algebraica. Luego ordena los elementos por orden de construcción[br][img]data:image/png;base64,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[/img][br]Se observa que:[br][list][*] Primero se han creado los vértices del triángulo con números aleatorios (esto permite tener un triángulo distinto en cada situación).[/*][*]Se ha construido el triángulo a partir de esos vértices[/*][*]Se ha determinado el baricentro con dos medianas y se han ocultado tanto las medianas como los puntos. [/*][*]Se ha creado un punto libre llamado Baricentro[br][/*][*]d=distancia del baricentro real al punto llamado Baricentro.[/*][*]Si la distancia es menor que un determinado valor se da por bueno.[/*][*]Se crean dos textos, uno para informar de que se ha realizado correctamente la actividad y otro de que se ha fallado. Se puede crear un tercero mostrando retroalimentación en caso de error.[/*][*]Se crea un botón para comprobar el ejercicio y una variable compruebo para que se haga visible la corrección.[/*][*]Finalmente se crea un botón para mostrar una nueva actividad.[br][/*][/list]
Tipos de funciones
La casilla de entrada
Una posibilidad que tenemos es pedir al alumnado que realice una determinada operación e introduzca el resultado en un determinado lugar, posteriormente habrá que comprobar que el resultado es correcto.[br]El lugar donde se introduce ese resultado es la [url=https://wiki.geogebra.org/es/Comando_CasillaEntrada]casilla de entrada [/url] que irá vinculada a un objeto.[br][img]data:image/png;base64,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[/img][br]Veamos un ejemplo sencillo [br]Supongamos que queremos comprobar que un alumno sabe sumar correctamente, creados dos valores aleatorios que serán los sumandos y un resultado de la suma. Luego crearemos otro objeto que seré el resultado del alumno y que vincularemos a la casilla de entrada, posteriormente se comprueba que coinciden.[br][img]data:image/png;base64,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[/img][br][br]Finalmente habría que comprobar que el resultado es el correcto e informar de ello, como se ha hecho en actividades anteriores.