La derivada de orden superior se conoce como la segunda, tercera, etc derivada de la función, es decir, si f(x) es una función y existe su primera derivada f´(x).[br][br]A tener en cuenta:[br][img]data:image/png;base64,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[/img] es la función[br][img]data:image/png;base64,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[/img] es la derivada de la función[br][img]data:image/png;base64,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[/img] es la derivada de la derivada de la función[br][br]Notación de la Derivada de Segundo Orden[br]Existen otras formas de expresar la derivada de segundo orden:[br][img]data:image/png;base64,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[/img][br][br]Notación de la Derivada de Orden Superior[br][br][img]https://www.geogebra.org/resource/f8Mk8JTY/yEApGnsJLZxPEZzy/material-f8Mk8JTY.png[/img][br][br][br]