5.1. Definición y características

DEFINICIÓN
Una función definida a trozos es aquella que tiene varias expresiones analíticas dependiendo del valor de entrada de la función (valor de x o variable independiente):[br][br]Ejemplo 1:[br][br][img]data:image/png;base64,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[/img][br][br][img]data:image/png;base64,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[/img][br][br]Observa que existe un tipo de gráfica para cada intervalo x. En el caso anterior son dos rectas.[br][br]Ten en cuenta que si x=2, nos tenemos que ir al "trozo de función" que incluye a x=2, esto es y=2, por eso se usa la simbología conocida de punto cerrado y punto abierto.[br][br]Ejemplo 2: La siguiente función tiene tres trozos:[br][br][img]data:image/png;base64,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[/img][br][br][img]data:image/png;base64,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[/img][br][br]Observa como el ejemplo 1 contiene ciertos "saltos" y el ejemplo 2 no

Information: 5.1. Definición y características