Post Reply 
An integral
09-06-2014, 08:05 PM (This post was last modified: 09-06-2014 08:05 PM by jebem.)
Post: #7
RE: An integral
(09-06-2014 07:57 PM)patrice Wrote:  
(09-06-2014 06:31 PM)lrdheat Wrote:  I wonder if there is a way in CAS to get the (8*pi*sqrt 3)/3 answer?
Since sqrt(3) / 3 is the same as 1 / sqrt(3)
jebem Wrote:(8*pi)/sqrt(3)
is your answer, only presented differently.

Hi Patrice,
I believe you misread me in Post#2.
What the OP is asking is why is the Prime not giving an exact result (like 8*pi*sqrt 3)/3 or (8*pi)/sqrt(3))?
What the Prime is doing is to answer with another integral. I also tested with XCAS (see post #4) and the behavior is similar to the Prime.
The only choice found so far is to use the approx to get a real number.

Jose Mesquita
RadioMuseum.org member

Find all posts by this user
Quote this message in a reply
Post Reply 


Messages In This Thread
An integral - lrdheat - 09-06-2014, 04:24 PM
RE: An integral - jebem - 09-06-2014, 04:58 PM
RE: An integral - lrdheat - 09-06-2014, 06:31 PM
RE: An integral - jebem - 09-06-2014, 07:49 PM
RE: An integral - patrice - 09-06-2014, 07:57 PM
RE: An integral - jebem - 09-06-2014 08:05 PM
RE: An integral - patrice - 09-06-2014, 09:10 PM
RE: An integral - lrdheat - 09-06-2014, 07:59 PM
RE: An integral - lrdheat - 09-06-2014, 10:00 PM
RE: An integral - parisse - 09-07-2014, 07:10 AM
RE: An integral - Thomas Klemm - 09-07-2014, 08:27 AM
RE: An integral - lrdheat - 09-07-2014, 07:54 PM
RE: An integral - parisse - 09-08-2014, 06:16 AM
RE: An integral - lrdheat - 09-08-2014, 08:10 PM



User(s) browsing this thread: 2 Guest(s)