Propiedades de lo limites by PABLO ANDRES GONZALEZ ARROYO

Propiedades de lo limites by PABLO ANDRES GONZALEZ ARROYO https://padlet.com/19030046/k43f09l88gav Hecho con cafe y estres en-us 2019-04-01 00:35:36 UTC 2019-04-01 05:09:39 UTC hello@padlet.com https://padlet-assets.s3.amazonaws.com/icons/Lovecoffee.png Limites 19030046 https://padlet.com/19030046/k43f09l88gav/wish/346980239 2019-04-01 00:38:23 UTC https://padlet.com/19030046/k43f09l88gav/wish/346980239 Concepto básico 19030046 https://padlet.com/19030046/k43f09l88gav/wish/346980865 Es el valor "L" al que tiende a acercarse a los elementos del contra dominio de una función al acercarse al rededor de un punto fijo "C"]]> 2019-04-01 00:42:45 UTC https://padlet.com/19030046/k43f09l88gav/wish/346980865 Notacion 19030046 https://padlet.com/19030046/k43f09l88gav/wish/346982241 Lim F(x)=L
x -> C
Se lee el limite de F(x) cuando x tiende a C ]]> 2019-04-01 00:49:40 UTC https://padlet.com/19030046/k43f09l88gav/wish/346982241 19030070 https://padlet.com/19030046/k43f09l88gav/wish/346982868 limites de funciones trascendentes]]> 2019-04-01 00:53:16 UTC https://padlet.com/19030046/k43f09l88gav/wish/346982868 Tipos de limites 19030046 https://padlet.com/19030046/k43f09l88gav/wish/346982979 Limites directos
Limites de manipulación

Limites por técnica de cancelación

Limites por técnica de racionalización
Limites al infinito

]]> 2019-04-01 00:53:50 UTC https://padlet.com/19030046/k43f09l88gav/wish/346982979 19030070 https://padlet.com/19030046/k43f09l88gav/wish/346983188 14. lim (sen(x))=sen(c)
X->c]]> 2019-04-01 00:54:53 UTC https://padlet.com/19030046/k43f09l88gav/wish/346983188 Propiedades de los limites 19030046 https://padlet.com/19030046/k43f09l88gav/wish/346983834 Las propiedades de los límites son operaciones que se pueden emplear para simplificar el cálculo del límite de una función

]]> 2019-04-01 00:58:20 UTC https://padlet.com/19030046/k43f09l88gav/wish/346983834 19030070 https://padlet.com/19030046/k43f09l88gav/wish/346983916 13. lim (cos(x))=cos(c)
x -> c]]> 2019-04-01 00:58:45 UTC https://padlet.com/19030046/k43f09l88gav/wish/346983916 19030070 https://padlet.com/19030046/k43f09l88gav/wish/346984243 15. lim (tan(x))=tan(c)
x ->c]]> 2019-04-01 01:00:30 UTC https://padlet.com/19030046/k43f09l88gav/wish/346984243 19030070 https://padlet.com/19030046/k43f09l88gav/wish/346984442 16. lim (ctg(x))=ctg(c)
x -> c]]> 2019-04-01 01:01:28 UTC https://padlet.com/19030046/k43f09l88gav/wish/346984442 19030046 https://padlet.com/19030046/k43f09l88gav/wish/346985033 18. lim (csc(x))=csc(c)
x ->c]]> 2019-04-01 01:04:19 UTC https://padlet.com/19030046/k43f09l88gav/wish/346985033 19030046 https://padlet.com/19030046/k43f09l88gav/wish/346985340 17. lim (sec(x))=sec(c)
x ->c]]> 2019-04-01 01:05:59 UTC https://padlet.com/19030046/k43f09l88gav/wish/346985340 Limites de funciones algebraicas 19030046 https://padlet.com/19030046/k43f09l88gav/wish/346986716 Si:
b y c = Numeros reales
y
n = Numero entero positivo]]> 2019-04-01 01:14:14 UTC https://padlet.com/19030046/k43f09l88gav/wish/346986716 19030070 https://padlet.com/19030046/k43f09l88gav/wish/346987028 4. lim [bf(x)]=bL
x -> c]]> 2019-04-01 01:15:54 UTC https://padlet.com/19030046/k43f09l88gav/wish/346987028 19030070 https://padlet.com/19030046/k43f09l88gav/wish/346987236 5. lim [f(x) ± g(x)]= L ± K
x -> c]]> 2019-04-01 01:17:06 UTC https://padlet.com/19030046/k43f09l88gav/wish/346987236 Entonces 19030046 https://padlet.com/19030046/k43f09l88gav/wish/346987397 2019-04-01 01:17:59 UTC https://padlet.com/19030046/k43f09l88gav/wish/346987397 19030046 https://padlet.com/19030046/k43f09l88gav/wish/346987473 1. lim b=b 2. lim x=c 3. lim x^n = c^n
x -> c x -> c x -> c]]> 2019-04-01 01:18:22 UTC https://padlet.com/19030046/k43f09l88gav/wish/346987473 19030070 https://padlet.com/19030046/k43f09l88gav/wish/346987772

6. lim [f(x) * g(x)]= L * K
x -> c

]]> 2019-04-01 01:19:55 UTC https://padlet.com/19030046/k43f09l88gav/wish/346987772 Si 19030046 https://padlet.com/19030046/k43f09l88gav/wish/346987982 2019-04-01 01:21:02 UTC https://padlet.com/19030046/k43f09l88gav/wish/346987982 19030046 https://padlet.com/19030046/k43f09l88gav/wish/346988031 lim f(x)=L lim g(x)=K
x -> c x -> ]]> 2019-04-01 01:21:16 UTC https://padlet.com/19030046/k43f09l88gav/wish/346988031 19030046 https://padlet.com/19030046/k43f09l88gav/wish/346988382 9. lim p(x)=p(c)
x -> c]]> 2019-04-01 01:23:01 UTC https://padlet.com/19030046/k43f09l88gav/wish/346988382 19030070 https://padlet.com/19030046/k43f09l88gav/wish/346988408

7. lim f(x)/g(x) = L / K

x -> c

]]> 2019-04-01 01:23:09 UTC https://padlet.com/19030046/k43f09l88gav/wish/346988408 19030046 https://padlet.com/19030046/k43f09l88gav/wish/346988522 10. liente de m r(x)=lim p(x)/q(x)= r(c)=p(c)/q(c) Siempre y cuando q(c) diferente de 0
x -> c x->c]]> 2019-04-01 01:23:40 UTC https://padlet.com/19030046/k43f09l88gav/wish/346988522 19030070 https://padlet.com/19030046/k43f09l88gav/wish/346989208 8. lim [f(x)] ^ n = L^n
x -> c

]]> 2019-04-01 01:26:35 UTC https://padlet.com/19030046/k43f09l88gav/wish/346989208 19030070 https://padlet.com/19030046/k43f09l88gav/wish/346989898 11. lim (n^√f(x)) = (n^√f(c))
x -> c]]> 2019-04-01 01:30:22 UTC https://padlet.com/19030046/k43f09l88gav/wish/346989898 19030070 https://padlet.com/19030046/k43f09l88gav/wish/346990666 siempre y cuando
n: #par para todo c > 0
n: #impar para todo ]]> 2019-04-01 01:34:47 UTC https://padlet.com/19030046/k43f09l88gav/wish/346990666 19030046 https://padlet.com/19030046/k43f09l88gav/wish/346990769 lim g(x)=L lim f(x)=f(L)
x -> x x-> c ]]> 2019-04-01 01:35:24 UTC https://padlet.com/19030046/k43f09l88gav/wish/346990769 Si 19030046 https://padlet.com/19030046/k43f09l88gav/wish/346991001 2019-04-01 01:36:59 UTC https://padlet.com/19030046/k43f09l88gav/wish/346991001 19030070 https://padlet.com/19030046/k43f09l88gav/wish/346991025 12. lim f(g(x)) = f(L)
x -> c]]> 2019-04-01 01:37:09 UTC https://padlet.com/19030046/k43f09l88gav/wish/346991025 APA 19030081 https://padlet.com/19030046/k43f09l88gav/wish/347005081 Anton, H. (2009). Cálculo : trascendentes tempranas. (2ª. Ed.). México. Limusa.
Larson, R. (2009). Matemáticas 1 : Cálculo Diferencial. México. McGraw-Hill.
Mera. (2013). Cálculo diferencial e integral. México. McGraw-Hill.

]]> 2019-04-01 03:05:42 UTC https://padlet.com/19030046/k43f09l88gav/wish/347005081 19030046 https://padlet.com/19030046/k43f09l88gav/wish/347019250 b y c = Numeros reales
y
n = Numero entero positivo]]> 2019-04-01 04:38:34 UTC https://padlet.com/19030046/k43f09l88gav/wish/347019250 Entonces 19030046 https://padlet.com/19030046/k43f09l88gav/wish/347019376 2019-04-01 04:39:34 UTC https://padlet.com/19030046/k43f09l88gav/wish/347019376