sin(x) & cos(x) for x = 10²² in radians

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sin(x) & cos(x) for x = 10²² in radians

10-03-2023, 12:24 PM

Post: #22

rprosperi Offline

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RE: sin(x) & cos(x) for x = 10²² in radians

(10-03-2023 10:37 AM)Paul Dale Wrote:
(10-03-2023 04:10 AM)Joe Horn Wrote: DM42 and DM32 are impressive: they get sin(1E22) correct to all 34 digits, and cos(1E22) off by only one ULP.

Intel's sloppy maths library at work ?

Pauli

Damn those guys!! It's a good thing it's free!

--Bob Prosperi

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Messages In This Thread

sin(x) & cos(x) for x = 10²² in radians - SlideRule - 10-02-2023, 02:46 PM

RE: sin(x) & cos(x) for x = 10²² in radians - dm319 - 10-02-2023, 04:10 PM

RE: sin(x) & cos(x) for x = 10²² in radians - brouhaha - 10-02-2023, 06:34 PM

RE: sin(x) & cos(x) for x = 10²² in radians - Paul Dale - 10-02-2023, 09:57 PM

RE: sin(x) & cos(x) for x = 10²² in radians - dm319 - 10-02-2023, 10:16 PM

RE: sin(x) & cos(x) for x = 10²² in radians - Albert Chan - 10-02-2023, 10:59 PM

RE: sin(x) & cos(x) for x = 10²² in radians - John Keith - 10-02-2023, 11:49 PM

RE: sin(x) & cos(x) for x = 10²² in radians - Albert Chan - 10-03-2023, 12:56 AM

RE: sin(x) & cos(x) for x = 10²² in radians - dm319 - 10-05-2023, 01:33 PM

RE: sin(x) & cos(x) for x = 10²² in radians - Albert Chan - 10-05-2023, 03:08 PM

RE: sin(x) & cos(x) for x = 10²² in radians - Ajaja - 10-05-2023, 03:39 PM

RE: sin(x) & cos(x) for x = 10²² in radians - Albert Chan - 10-05-2023, 09:20 PM

RE: sin(x) & cos(x) for x = 10²² in radians - J-F Garnier - 10-06-2023, 08:40 AM

RE: sin(x) & cos(x) for x = 10²² in radians - Albert Chan - 10-06-2023, 03:19 PM

RE: sin(x) & cos(x) for x = 10²² in radians - J-F Garnier - 10-06-2023, 05:02 PM

RE: sin(x) & cos(x) for x = 10²² in radians - Jlouis - 10-06-2023, 04:19 PM

RE: sin(x) & cos(x) for x = 10²² in radians - dm319 - 10-02-2023, 04:24 PM

RE: sin(x) & cos(x) for x = 10²² in radians - John Keith - 10-02-2023, 05:13 PM

RE: sin(x) & cos(x) for x = 10²² in radians - KeithB - 10-02-2023, 05:33 PM

RE: sin(x) & cos(x) for x = 10²² in radians - AndiGer - 10-03-2023, 03:34 AM

RE: sin(x) & cos(x) for x = 10²² in radians - lrdheat - 10-02-2023, 05:10 PM

RE: sin(x) & cos(x) for x = 10²² in radians - lrdheat - 10-02-2023, 05:24 PM

RE: sin(x) & cos(x) for x = 10²² in radians - dm319 - 10-02-2023, 06:33 PM

RE: sin(x) & cos(x) for x = 10²² in radians - dm319 - 10-02-2023, 06:58 PM

RE: sin(x) & cos(x) for x = 10²² in radians - Ajaja - 10-03-2023, 12:40 PM

RE: sin(x) & cos(x) for x = 10²² in radians - dm319 - 10-03-2023, 01:52 PM

RE: sin(x) & cos(x) for x = 10²² in radians - Joe Horn - 10-03-2023, 02:13 PM

RE: sin(x) & cos(x) for x = 10²² in radians - dm319 - 10-03-2023, 04:49 PM

RE: sin(x) & cos(x) for x = 10²² in radians - Jlouis - 10-03-2023, 05:48 PM

RE: sin(x) & cos(x) for x = 10²² in radians - dm319 - 10-02-2023, 07:26 PM

RE: sin(x) & cos(x) for x = 10²² in radians - Maximilian Hohmann - 10-02-2023, 09:00 PM

RE: sin(x) & cos(x) for x = 10²² in radians - lrdheat - 10-03-2023, 02:45 AM

RE: sin(x) & cos(x) for x = 10²² in radians - Joe Horn - 10-03-2023, 04:10 AM

RE: sin(x) & cos(x) for x = 10²² in radians - Paul Dale - 10-03-2023, 10:37 AM

RE: sin(x) & cos(x) for x = 10²² in radians - rprosperi - 10-03-2023 12:24 PM

RE: sin(x) & cos(x) for x = 10²² in radians - Jlouis - 10-03-2023, 05:47 PM

RE: sin(x) & cos(x) for x = 10²² in radians - dm319 - 10-03-2023, 06:29 PM

RE: sin(x) & cos(x) for x = 10²² in radians - Ajaja - 10-03-2023, 07:56 PM

RE: sin(x) & cos(x) for x = 10²² in radians - dm319 - 10-05-2023, 09:37 AM

RE: sin(x) & cos(x) for x = 10²² in radians - Nigel (UK) - 10-04-2023, 10:59 AM

RE: sin(x) & cos(x) for x = 10²² in radians - KeithB - 10-06-2023, 01:24 PM

RE: sin(x) & cos(x) for x = 10²² in radians - Gilles - 10-06-2023, 03:28 PM

RE: sin(x) & cos(x) for x = 10²² in radians - FLISZT - 10-07-2023, 01:53 AM

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