5.2 Graficación de funciones a trozos en Geogebra

Observa los comandos en geogebra para graficar funciones a trozos, se puede hacer con dos comandos
1. COMANDO FUNCIÓN:
Tiene la siguiente sintaxis[br][br][img]data:image/png;base64,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[/img][br][br]Ejemplo:[br][br][img]data:image/png;base64,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[/img][br][br]Se escribe en geogebra tantas veces el comando como trozos tiene la función[br] FUNCIÓN(x,-[math]\infty[/math],2)[br] FUNCIÓN (1, 2, [math]\infty[/math])[br][br]
2. COMANDO CONDICIONAL SI
Tiene la siguiEnte 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[/img][br][br]Para el mismo ejemplo lo usamos así[br]SI ( x[math]\le[/math]2, x, SI( X>2, 1 ) ) [br]
EJERCICIOS PARA PRACTICAR
Abre GEOGEBRA CLÁSICO[br][br][br]Introduce los comandos de más arriba para obtener la gráfica de la función de ejemplo, debe quedar algo así:[br][br][img]data:image/png;base64,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[/img][br][br]Ahora grafica la siguiente función usando el comando SÍ (tendras que usar 3 sí anidados)[br][br][img]data:image/png;base64,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[/img][br]Debe quedar algo así:[br][br][img]data:image/png;base64,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[/img]

Information: 5.2 Graficación de funciones a trozos en Geogebra