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1-Teoria de funciones

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1-Teoria de funciones

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teoria de funciones

Created by

Faccendini Maria Cecilia
Faccendini Maria Cecilia
Argentina

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1-Teoria de funciones
 

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1-Teoria de funcionesOnline version

teoria de funciones

by Faccendini Maria Cecilia
1

Un intervalo puede expresarse como , notación y representación

2

Dados dos números reales y siendo , se define intervalo abierto como el conjunto de números reales entre y , los . En símbolos ] ; [

3

| x | >k < = > o

4

De centro y radio es el conjunto del intervalo ] a - h ; a + h [ , del cual se el punto .

5

f es una función si y solo si para todo x que pertenece al dominio : f ( - ) = f ( )

6

Una función es positiva en un I de su , si se verifica que f ( x ) 0

7

Se lama pendiente de una recta a la de su de

8

Si el ángulo es mayor a 90° su pendiente es

9

Dos rectas son perpendiculares si y solo si sus son y de .

10

Si la función cuadrática que le falta el término lineal . La característica general es que su se encuentra el eje de las . Es decir sufre un .

11

Una curva de demanda lineal tiene pendiente

 
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