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LIMITES Y CONTINUIDAD

Created by

JOSE ALESSANDRI PIMIENTA DOMINGUEZ
JOSE ALESSANDRI PIMIENTA DOMINGUEZ
Mexico

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LIMITESOnline version

LIMITES Y CONTINUIDAD

by JOSE ALESSANDRI PIMIENTA DOMINGUEZ
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Empieza por A

Empieza por B

Empieza por C

UNA FUNCION CUYA GRAFICA PUEDE TRAZARSE SIN LEVANTAR EL LAPIZ SWL PAPEL SE DICE QUE ES

Empieza por D

Empieza por E

Empieza por F

Empieza por G

Empieza por H

Empieza por I

SI f DENOTA UNA FUNCION CONTINUA SOBRE UN INTERVALO CERRADO PARA EL CUAL f(a) ES DIFERENTE DE f(b), Y SI N ES CUALQUIER NUMERO ENTRE f(a) Y f(b), ENTONCES EXISTE POR LO MENOS UN NUMERO c ENTRE a Y b TAL QUE f(c) = N. ESTAMOS HABLANDO DEL TEOREMA DEL VALOR

Empieza por J

Empieza por K

Empieza por L

EN GENERAL UNA FUNCION PUEDE HACERSE ARBITRARIAMENTE PROXIMA A UN NUMERO L, AL TOMAR X SUFICIENTEMENTE CERCA , PEROSIN QUE SEA IGUAL A UUN NUMERO A POR LA IZQUIERDA O POR LA DERECHA HABLAMOS DE LIMITES

Empieza por M

Empieza por N

Empieza por O

Empieza por P

SI LAS FUNCIONES f Y g SON CONTINUAS EN UN NUMERO a, ENTONCES (f)(g) , SON CONTINUOS EN x = a, SE HABLA DE CONTINUIDAD EN EL

Empieza por Q

Empieza por R

Empieza por S

SI LAS FUNCIONES f Y g SON CONTINUAS EN UN NUMERO a, ENTONCES f + g , SON CONTINUOS EN x = a, SE HABLA DE CONTINUIDAD EN LA

Empieza por T

Empieza por U

Empieza por V

Empieza por W

Empieza por X

Empieza por Y

Empieza por Z
 
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