Comparisons with zero on HP-65

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Comparisons with zero on HP-65

08-29-2017, 11:08 PM

Post: #6

Matt Agajanian Offline

Senior Member

Posts: 1,018
Joined: Dec 2013

RE: Comparisons with zero on HP-65

(08-29-2017 10:32 PM)Mark Hardman Wrote: How about:

Code:

e^x STO 8 CLx LSTx DSZ GTO <false> <true>

Works for small values of x (-227 <= x <= 222).

Clever and innovative!

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Messages In This Thread

Comparisons with zero on HP-65 - Matt Agajanian - 08-28-2017, 09:30 PM

RE: Comparisons with zero on HP-65 - Dieter - 08-29-2017, 10:01 PM

RE: Comparisons with zero on HP-65 - Matt Agajanian - 08-29-2017, 10:14 PM

RE: Comparisons with zero on HP-65 - Dieter - 08-29-2017, 10:20 PM

RE: Comparisons with zero on HP-65 - Mark Hardman - 08-29-2017, 10:32 PM

RE: Comparisons with zero on HP-65 - Matt Agajanian - 08-29-2017 11:08 PM

RE: Comparisons with zero on HP-65 - Dieter - 08-30-2017, 06:43 PM

RE: Comparisons with zero on HP-65 - Mark Hardman - 08-30-2017, 09:08 PM

RE: Comparisons with zero on HP-65 - Dieter - 08-31-2017, 07:49 AM

RE: Comparisons with zero on HP-65 - Paul Dale - 08-31-2017, 09:34 AM

RE: Comparisons with zero on HP-65 - Dieter - 08-31-2017, 11:30 AM

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