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Teoría Funciones

FLASHCARDS INTERACTIVAS DE LA TEORÍA

TermDefinition
Función Una función es una relación entre dos variables, x e y, Cada valor de la variable x le corresponde un único valor de y.
Dominio Conjunto de valores que toma la variable independiente “x”
Recorrido Conjunto de valores que toma la variable dependiente “ y “
Puntos de corte Punto es los cual se corta la función
Creciente Aumenta el valor de X también aumenta el valor de Y.
Decreciente Aumenta el valor de X, disminuye el valor de Y.
Máx. absoluto Mayor valor de y en todo su dominio.
Máx. relativo Mayor valor de su entorno.
Min absoluto Menor valor de y en todo su dominio.
Min relativo Menor valor de su entorno.
Continuidad Una función es continua cuando puede dibujarse de un solo trazo.
Simetría Que una parte de la función es un reflejo de la otra parte.
Periódica Una función periódica es aquella en la que los valores de y se repiten cada cierto intervalo de x.
Discontinuidad de salto de infinito Una función es discontinua de salto infinito cuando el salto NO es medible.
Discontinuidad de salto finito Una función es discontinua de salto finito cuando el salto es medible.
Discontinuidad evitable Una función presenta una discontinuidad evitable cuando no está definida en un punto.
Simetría par simétrica respecto del eje Y
Simetría impar simétrica respecto del origen de coordenadas
Signo Es si esa línea pasa por arriba (positivo) o por debajo (negativo)de la línea de eje x
 

 



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