En este nivel se trabajarán algunas características y herramientas de construcción en GeoGebra, en donde el estudiante podrá explorar los elementos estudiados en le nivel 1.[br][br]Notas para tener en cuenta antes de desarrollar la actividad : [br][br]1. Explore y utilice los comandos de la barra de herramientas 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[/img] [br], cree puntos, segmentos, rectas, polígonos, textos, etc. [br][br]2. La herramienta[br] [img]data:image/png;base64,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[/img][br]permite ingresar un texto dentro de la ventana de trabajo. [br]
1. Utilice las herramientas exploradas y construya una situación de Simetría.[br][br]2. Usando la herramienta (ABC), nombre los elementos geométricos que fueron necesarios para realizar su construcción.
1. Utilice las herramientas exploradas y construya una situación de Traslación.[br][br]2. Usando la herramienta (ABC), nombre los elementos geométricos que fueron necesarios para realizar su construcción.
1. Utilice las herramientas exploradas y construya una situación de Rotación.[br][br]2. Usando la herramienta (ABC), nombre los elementos geométricos que fueron necesarios para realizar su construcción.