1.2 Limite de las funciones divididas por partes

El límite de una función es el valor al que se va aproximando esa función cuando x tiende a un determinado punto, tanto por la izquierda como por la derecha.[br]
[img]https://ekuatio.com/wp-content/uploads/limites-en-funciones-a-trozos-43.png[/img][br][br]Vamos a calcula por ejemplo el límite de la función cuando x tiende a cero:[br][img width=112,height=42]https://ekuatio.com/wp-content/uploads/limites-en-funciones-a-trozos-44.png[/img][br]Para resolver este límite tenemos que sustituir la x por cero, pero ¿en cuál de los tres tramos?[br]Pues tenemos que elegir el tramo en el cual está definida la función para x=0, es decir, el primer tramo, que está definido para valores menores que 1:[br][img width=134,height=42]https://ekuatio.com/wp-content/uploads/limites-en-funciones-a-trozos-45.png[/img][br]Ahora sustituimos la x por cero y obtenemos el valor del límite cuando x tiende a cero:[br][img width=114,height=27]https://ekuatio.com/wp-content/uploads/limites-500.png[/img][br][br][img]data:image/png;base64,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[/img][br][br]Vamos  a calcular ahora el límite de la función cuando x tiende a 4:[br][img width=112,height=42]https://ekuatio.com/wp-content/uploads/limites-en-funciones-a-trozos-47.png[/img][br]La función está definida para mayores iguales o mayores que 2 en el tercer tramo, por tanto, es ese tramo el que tenemos que elegir en este caso para calcular el límite:[br][img width=126,height=42]https://ekuatio.com/wp-content/uploads/limites-en-funciones-a-trozos-48.png[/img][br]Ahora sólo nos queda sustituir la x por 4 y obtenemos la solución del límite:[br][img width=89,height=27]https://ekuatio.com/wp-content/uploads/limites-en-funciones-a-trozos-49.png[/img][br]Como ves, para resolver el límite de una función definida a a trozos cuando x tiende a un punto en concreto, tan sólo tenemos que elegir el tramo para el cual está definida la función en ese punto, para después sustituir la x por el valor al que tienda y obtendremos la solución.[br][br][img]data:image/png;base64,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[/img][br][br]

Information: 1.2 Limite de las funciones divididas por partes