HP Prime [ Matrix Function ] BUG ln( [[0,1][1,1]] ) in Exact and Approximate CAS Mode

Threaded Mode | Linear Mode

HP Prime [ Matrix Function ] BUG ln( [[0,1][1,1]] ) in Exact and Approximate CAS Mode

11-01-2014, 10:21 PM

Post: #12

Gilles Offline

Member

Posts: 225
Joined: Oct 2014

RE: HP Prime [ Matrix Function ] BUG ln( [[0,1][1,1]] )

(11-01-2014 03:21 PM)Tim Wessman Wrote:
(11-01-2014 01:38 PM)Gilles Wrote: - or try:
e^iΣ ... with implicit multiplication ...

I really am not understanding either of those... could you provide images or more details?

Example :

I can't input the last formula in the Prime

« Next Oldest | Next Newest »

Messages In This Thread

HP Prime [ Matrix Function ] BUG ln( [[0,1][1,1]] ) in Exact and Approximate CAS Mode - profrd - 10-30-2014, 05:55 AM

RE: HP Prime [ Matrix Function ] BUG ln( [[0,1][1,1]] ) in Exact and Approximate CAS Mode - parisse - 10-30-2014, 06:32 AM

RE: HP Prime [ Matrix Function ] BUG ln( [[0,1][1,1]] ) in Exact and Approximate CAS Mode - Gilles - 10-30-2014, 09:08 AM

RE: HP Prime [ Matrix Function ] BUG ln( [[0,1][1,1]] ) in Exact and Approximate CAS Mode - parisse - 10-30-2014, 01:18 PM

RE: HP Prime [ Matrix Function ] BUG ln( [[0,1][1,1]] ) in Exact and Approximate CAS Mode - Tim Wessman - 10-30-2014, 03:55 PM

RE: HP Prime [ Matrix Function ] BUG ln( [[0,1][1,1]] ) in Exact and Approximate CAS Mode - Gilles - 10-31-2014, 10:54 AM

RE: HP Prime [ Matrix Function ] BUG ln( [[0,1][1,1]] ) in Exact and Approximate CAS Mode - Tim Wessman - 10-31-2014, 12:55 PM

RE: HP Prime [ Matrix Function ] BUG ln( [[0,1][1,1]] ) in Exact and Approximate CAS Mode - Gilles - 11-01-2014, 01:38 PM

RE: HP Prime [ Matrix Function ] BUG ln( [[0,1][1,1]] ) in Exact and Approximate CAS Mode - Tim Wessman - 11-01-2014, 03:21 PM

RE: HP Prime [ Matrix Function ] BUG ln( [[0,1][1,1]] ) - Gilles - 11-01-2014 10:21 PM

RE: HP Prime [ Matrix Function ] BUG ln( [[0,1][1,1]] ) in Exact and Approximate CAS Mode - Tim Wessman - 11-02-2014, 01:44 AM

HP Prime [ Matrix Function ] BUG ln( [[0,1][1,1]] ) in Exact and Approximate CAS Mode - Han - 11-01-2014, 04:28 PM

RE: HP Prime [ Matrix Function ] BUG ln( [[0,1][1,1]] ) - Gilles - 11-01-2014, 10:06 PM

RE: HP Prime [ Matrix Function ] BUG ln( [[0,1][1,1]] ) in Exact and Approximate CAS Mode - Tim Wessman - 11-02-2014, 01:45 AM

RE: HP Prime [ Matrix Function ] BUG ln( [[0,1][1,1]] ) in Exact and Approximate CAS Mode - Marcus von Cube - 11-02-2014, 11:12 AM

RE: HP Prime [ Matrix Function ] BUG ln( [[0,1][1,1]] ) in Exact and Approximate CAS Mode - parisse - 11-02-2014, 06:52 AM

RE: HP Prime [ Matrix Function ] BUG ln( [[0,1][1,1]] ) in Exact and Approximate CAS Mode - mlpalacios8 - 11-04-2014, 01:59 AM

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