HP17bII+ Programming t-distribution

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HP17bII+ Programming t-distribution

07-25-2015, 10:20 AM

Post: #10

Thomas Klemm Offline

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Posts: 1,999
Joined: Dec 2013

RE: HP17bII+ Programming t-distribution

(07-25-2015 08:06 AM)Dieter Wrote: For very large n (that may cause overflow) another approach can be useful: a few terms of a simple power series will do.

Or then just use the normal distribution.

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Messages In This Thread

HP17bII+ Programming t-distribution - daisyclover18 - 07-23-2015, 06:25 AM

RE: HP17bII+ Programming t-distribution - Don Shepherd - 07-23-2015, 09:52 PM

RE: HP17bII+ Programming t-distribution - Dieter - 07-25-2015, 08:06 AM

RE: HP17bII+ Programming t-distribution - daisyclover18 - 07-24-2015, 11:45 AM

RE: HP17bII+ Programming t-distribution - Don Shepherd - 07-24-2015, 01:45 PM

RE: HP17bII+ Programming t-distribution - SlideRule - 07-24-2015, 07:32 PM

RE: HP17bII+ Programming t-distribution - Thomas Klemm - 07-24-2015, 07:34 PM

RE: HP17bII+ Programming t-distribution - Dieter - 07-25-2015, 07:31 AM

RE: HP17bII+ Programming t-distribution - Thomas Klemm - 07-25-2015, 10:12 AM

RE: HP17bII+ Programming t-distribution - Don Shepherd - 07-25-2015, 11:29 AM

RE: HP17bII+ Programming t-distribution - Thomas Klemm - 07-25-2015 10:20 AM

RE: HP17bII+ Programming t-distribution - Thomas Klemm - 07-25-2015, 02:03 PM

RE: HP17bII+ Programming t-distribution - Don Shepherd - 07-25-2015, 05:21 PM

RE: HP17bII+ Programming t-distribution - rprosperi - 07-25-2015, 09:24 PM

RE: HP17bII+ Programming t-distribution - Thomas Klemm - 07-25-2015, 05:54 PM

RE: HP17bII+ Programming t-distribution - Don Shepherd - 07-25-2015, 07:15 PM

RE: HP17bII+ Programming t-distribution - Thomas Klemm - 07-28-2015, 06:52 PM

RE: HP17bII+ Programming t-distribution - rprosperi - 07-29-2015, 12:55 AM

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