Complex Powers & Roots on RPN-67
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01-07-2023, 01:49 PM
Post: #10
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RE: Complex Powers & Roots on RPN-67
RPN turned infix operator to postfix: 3 ^ 5 --> 3 5 [^]
Complex number normally expressed as (a + i*b), not (b*i + a) We can think of [+i*] as an operator: 3 +i* 5 --> 3 5 [+i*] It is more intuitive to input real part first, imaginery part second. Perhaps that's why the switch over ... my 2ยข |
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Messages In This Thread |
Complex Powers & Roots on RPN-67 - Matt Agajanian - 01-05-2023, 11:23 PM
RE: Complex Powers & Roots on RPN-67 - Nigel (UK) - 01-06-2023, 09:22 AM
RE: Complex Powers & Roots on RPN-67 - Matt Agajanian - 01-06-2023, 08:05 PM
RE: Complex Powers & Roots on RPN-67 - Nigel (UK) - 01-06-2023, 10:03 PM
RE: Complex Powers & Roots on RPN-67 - Matt Agajanian - 01-06-2023, 11:27 PM
RE: Complex Powers & Roots on RPN-67 - Nigel (UK) - 01-07-2023, 12:29 PM
RE: Complex Powers & Roots on RPN-67 - toml_12953 - 01-07-2023, 12:33 PM
RE: Complex Powers & Roots on RPN-67 - Albert Chan - 01-07-2023 01:49 PM
RE: Complex Powers & Roots on RPN-67 - Matt Agajanian - 01-07-2023, 07:56 PM
RE: Complex Powers & Roots on RPN-67 - Thomas Klemm - 01-06-2023, 11:47 PM
RE: Complex Powers & Roots on RPN-67 - Nigel (UK) - 01-07-2023, 12:22 PM
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