Mach number - RPN vs. Algebraic
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09-03-2020, 03:38 PM
Post: #3
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RE: Mach number - RPN vs. Algebraic
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Hi, Gamo: (09-03-2020 11:29 AM)Gamo Wrote: I read the HP Thread VA024 Posted by Valentin Albillo about RPN vs. Algebraic stated that entering problem is easier with RPN. Link: https://albillo.hpcalc.org/threads/HP%20...ebraic.pdf Thanks for you interest in my 2003 thread, there's a nice selection of similar vintage threads in PDF form at my HP site, as you surely know. I hope you'll find there many HP materials which might grab your interest and help you sharpen even more your HP and math skills. And yes, your ALG mode sequence is very nice and, as Bob Prosperi says, probably the first time anyone has attempted to evaluate that expression in ALG using a financial HP calculator ! Regards. V. All My Articles & other Materials here: Valentin Albillo's HP Collection |
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Messages In This Thread |
Mach number - RPN vs. Algebraic - Gamo - 09-03-2020, 11:29 AM
RE: Mach number - RPN vs. Algebraic - rprosperi - 09-03-2020, 12:52 PM
RE: Mach number - RPN vs. Algebraic - Valentin Albillo - 09-03-2020 03:38 PM
RE: Mach number - RPN vs. Algebraic - Gamo - 09-04-2020, 01:28 AM
RE: Mach number - RPN vs. Algebraic - Gamo - 06-13-2023, 05:02 AM
RE: Mach number - RPN vs. Algebraic - John Garza (3665) - 06-13-2023, 12:35 PM
RE: Mach number - RPN vs. Algebraic - Matt Agajanian - 07-11-2023, 02:51 AM
RE: Mach number - RPN vs. Algebraic - Joe Horn - 07-11-2023, 04:57 AM
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