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2-Teoria de Funciones

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2-Teoria de Funciones

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About this activity

Teoria de funciones

Created by

Faccendini Maria Cecilia
Faccendini Maria Cecilia
Argentina

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2-Teoria de Funciones
 

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2-Teoria de FuncionesOnline version

Teoria de funciones

by Faccendini Maria Cecilia
1

Dados dos números reales y , siendo a b , se define el intervalo
como el conjunto de números reales entre a y b ,
incluyendo los

2

| x | -

3

Se define Entorno reducido :
De a y h es el conjunto de puntos del intervalo
] a - h ; a + h [ , del cual se el punto .

4

f es una función , si para todo x que pertenece al D ( f ) : f ( ? x ) = ? f ( x )

5

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

6

Se llama ángulo de de una recta al ángulo formado por el
semieje de las y la , medido en sentido a las
agujas del reloj .

7

Si el ángulo de menor a 90° su es

8

Dos rectas son paralelas si y solo si sus pendientes son

9

Si me dan una función cuadrática que le falta el término independiente . Su característica es que de sus pasa por el de coordenadas y sufre un

10

La curva de oferta lineal tiene pendiente

 
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