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Battle of the Casios
12-22-2023, 01:42 PM
Post: #22
Maximilian Hohmann Offline
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 		Posts: 1,269
Joined: Dec 2013
RE: Battle of the Casios
Hello!

(12-22-2023 02:52 AM)wb.c Wrote:  The TI-30X Pro MathPrint (and TI-36X Pro) also solves it just fine giving the same 1.605412977.

Same for the Casio fx-991DE PLUS (cheap school calculator that I had lying around), but it also requires 1E-10 as lower bound, otherwise gives an error message. It takes two or three seconds to compute the integral, something that one is not used with modern calculators...

Regards
Max
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Messages In This Thread
Battle of the Casios - Matt Agajanian - 12-20-2023, 05:59 AM
RE: Battle of the Casios - Steve Simpkin - 12-20-2023, 06:38 AM
RE: Battle of the Casios - Matt Agajanian - 12-20-2023, 08:33 AM
RE: Battle of the Casios - ijabbott - 12-20-2023, 10:07 AM
RE: Battle of the Casios - Matt Agajanian - 12-20-2023, 11:12 AM
RE: Battle of the Casios - Matt Agajanian - 12-20-2023, 01:37 PM
RE: Battle of the Casios - Matt Agajanian - 12-20-2023, 03:47 PM
RE: Battle of the Casios - Albert Chan - 12-22-2023, 01:24 PM
RE: Battle of the Casios - wb.c - 12-20-2023, 06:00 PM
RE: Battle of the Casios - wb.c - 12-20-2023, 05:38 PM
RE: Battle of the Casios - thenozone - 12-20-2023, 08:46 PM
RE: Battle of the Casios - Dave Britten - 12-20-2023, 09:07 PM
RE: Battle of the Casios - lrdheat - 12-21-2023, 12:39 AM
RE: Battle of the Casios - lrdheat - 12-21-2023, 02:45 AM
RE: Battle of the Casios - Matt Agajanian - 12-21-2023, 08:49 PM
RE: Battle of the Casios - wb.c - 12-21-2023, 01:56 PM
RE: Battle of the Casios - Nigel (UK) - 12-22-2023, 02:23 PM
RE: Battle of the Casios - wb.c - 12-22-2023, 03:27 PM
RE: Battle of the Casios - Nigel (UK) - 12-23-2023, 11:46 AM
RE: Battle of the Casios - thenozone - 12-21-2023, 09:55 PM
RE: Battle of the Casios - lrdheat - 12-21-2023, 10:44 PM
RE: Battle of the Casios - wb.c - 12-22-2023, 02:52 AM
RE: Battle of the Casios - Maximilian Hohmann - 12-22-2023 01:42 PM
RE: Battle of the Casios - cjsuk - 12-28-2023, 10:25 AM



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