CUANDO INTRODUZCO LA INTEGRAL INDEFINIDA : X^TANGENTE (X); LA CP FALLA.
WHAT?S HAPPEND?
La Cp Falla Con Una Integral
Started by
Jhonatan
, Nov 24 2004 04:54 AM
5 replies to this topic
#1
Jhonatan
-
- Members
-
- 6 posts
Newbie
-
Calculators:
CLASSPAD 300, DE CASIO...
Posted 24 November 2004 - 04:54 AM
#2
CrimsonCasio
-
- [Legends]
-
- 3579 posts
UCF Ambassador
- Gender:Male
- Location:USA
- Interests:Claculators, Stephen King, Video Games, Calculators, Programming, Calculators, Reading, Calculators... hmm, what else... Ah! Calculators!
-
Calculators:
Algebra FX2.0, CFX 9850Ga+, Classpad 300
Posted 24 November 2004 - 04:56 AM
english please.
#3
vstrasser
-
- Members
-
- 13 posts
Newbie
-
Calculators:
Classpad300
Posted 24 November 2004 - 06:05 AM
to CrimsonCasio,
CUANDO INTRODUZCO LA INTEGRAL INDEFINIDA : X^TANGENTE (X); LA CP FALLA.
means
When I enter a not defined integral, the classpad fails.
This integral is X^TANGENTE (X).
to Jhonatan,
S: Realmente algo incorrecto sucede. No s? porqu?, no es quiz? posible solucionan este integral. All? algunos integrales no definidos que no podemos solucionar; Uno de esto encajona es int(e^x^n). Intentar? lo soluciono con el mapple.
p: Realmente algo acontece. N->o sei exatamente por que, mas talvez nao seja possivel resolver essa integral. Algumas integrais indefinidas, como int(e^x^n)nao podem ser resolvidas. Tentarei resolv?-la com o Mapple.
E: Really something incorrect happens. I do not know why, is not perhaps possible solve this integral. There some nondefined integrals that we cannot solve; One of this is int(e^x^n). I will try I solve it with mapple.
--------
I tried solve the tg(x) integral. The CP solves it very fast. In the other hand, if I establish the limits (I used 1 and 2) It takes a lot of time to solve it
somebody knows why ?
CUANDO INTRODUZCO LA INTEGRAL INDEFINIDA : X^TANGENTE (X); LA CP FALLA.
means
When I enter a not defined integral, the classpad fails.
This integral is X^TANGENTE (X).
to Jhonatan,
S: Realmente algo incorrecto sucede. No s? porqu?, no es quiz? posible solucionan este integral. All? algunos integrales no definidos que no podemos solucionar; Uno de esto encajona es int(e^x^n). Intentar? lo soluciono con el mapple.
p: Realmente algo acontece. N->o sei exatamente por que, mas talvez nao seja possivel resolver essa integral. Algumas integrais indefinidas, como int(e^x^n)nao podem ser resolvidas. Tentarei resolv?-la com o Mapple.
E: Really something incorrect happens. I do not know why, is not perhaps possible solve this integral. There some nondefined integrals that we cannot solve; One of this is int(e^x^n). I will try I solve it with mapple.
--------
I tried solve the tg(x) integral. The CP solves it very fast. In the other hand, if I establish the limits (I used 1 and 2) It takes a lot of time to solve it
somebody knows why ?
#4
R00KIE
-
- Members
-
- 155 posts
Casio Freak
- Location:Portugal
- Interests:Electronics, games, programming
-
Calculators:
HP49G ROM 1.24; CASIO CFX-9850GB PLUS;CASIO FX-6300G; CASIO FX-82TL
Posted 24 November 2004 - 10:31 AM
I think that is one integral that calculators cannot handle 
, most probably it will be solved using some series expansion, about classpad taking a lot of time to evaluate the definite integral most probably is because after substitution it tries to simplify the expression
, most probably it will be solved using some series expansion, about classpad taking a lot of time to evaluate the definite integral most probably is because after substitution it tries to simplify the expression
#5
Guest_incognita_*
Guest_incognita_*
-
- Guests
Posted 24 November 2004 - 04:23 PM
Revisa si esta en modo de radianes, puesto que para integrales trigonometricas
funciona en modo de radianes
funciona en modo de radianes
#6
Overlord
-
- Moderator
-
- 355 posts
Casio Technician
- Gender:Male
- Location:Brussels - Belgium
- Interests:Math Researcher
-
Calculators:
My head - C300 OS 3.00 - G100 Rom 1.02 - G65 - G60 - G25
Posted 24 November 2004 - 07:47 PM
the radian mode has nothing to do with the integral, if you set to degrees, the integral is the same differing only by a constant coefficient
--- i don't see how we can EASILY calculate the integral
so i don't think the cp would know how to do it
--- i don't see how we can EASILY calculate the integral
so i don't think the cp would know how to do it
0 user(s) are reading this topic
0 members, 0 guests, 0 anonymous users
