1º ESO EPV resumen tema 7
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Wednesday, 30 October 2019, 8:30 - 3:00
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Tarea: Resumir el tema 7
Terminar el resumen del tema 7 que el profesor empezo hace unas sesiones.
En el resumen tiene que estar las láminas realizadas y evaluadas, las fotocopias entregadas por el profesor.
Apuntes y teoría de mediatríz, perpendiculares ... ![](/tecnologia/images/Boton 00 leer mas.png)
Actividad voluntaria: Realizar 6 ángulos de los que aparece en la fotocopia usando el compás: Bisectriz de bisectriz. (última hoja del enlace)
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)
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Wednesday, 30 October 2019
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