Recorrer una función

Utilizando la herramienta [b]Punto[/b] se puede crear un punto sobre una función previamente representada.[br]Las coordenadas del punto aparecerán en la vista algebraica. Además, el punto se podrá desplazar sobre la función de manera manual o automática, activando en este caso la Animación automática, para recorrerla.
Recorrer una función
Con los elementos anteriores, se podrá construir una tabla de valores que se recogerá en la vista de hoja de cálculo.[br]Para ello, activamos la hoja de cálculo a través de la opción disponible en el menú [b]Vista[/b].[br][br][img 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[/img][br][br]Ya solo nos queda seleccionar [b]Registro en la Hoja de Cálculo[/b] [img width=34,height=35]data:image/png;base64,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[/img] que aparecerá al pulsar el botón derecho del ratón sobre el punto A.
Registro en una hoja de cálculo

Information: Recorrer una función