Ln of a complex number
|
03-02-2024, 09:50 PM
Post: #5
|
|||
|
|||
RE: Ln of a complex number
Thanks hp-zl and Chan for those replies.
The Ln (a+i*b) works as you suggested and I am very pleased about this one as I use complex logs a great deal. The cubic is not a big issue and as pointed out its exact solution is too messy to be of any real use. The more I learn about the Prime the more I like it and it suits the kind of mathematics I need it for. It really is a welcome change after 12 years of the nspire. |
|||
« Next Oldest | Next Newest »
|
Messages In This Thread |
Ln of a complex number - Quadratica - 03-01-2024, 10:12 PM
RE: Ln of a complex number - hp-zl - 03-02-2024, 09:30 AM
RE: Ln of a complex number - Albert Chan - 03-02-2024, 12:56 PM
RE: Ln of a complex number - Albert Chan - 03-02-2024, 02:00 PM
RE: Ln of a complex number - Quadratica - 03-02-2024 09:50 PM
RE: Ln of a complex number - johnb - 03-03-2024, 07:01 PM
RE: Ln of a complex number - Albert Chan - 03-03-2024, 08:23 PM
RE: Ln of a complex number - Albert Chan - 03-03-2024, 10:48 PM
|
User(s) browsing this thread: 1 Guest(s)