HP-32E Q & Q^-1 for Sharp, TI, & Casio
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11-27-2022, 07:17 PM
(This post was last modified: 11-27-2022 07:57 PM by Matt Agajanian.)
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RE: HP-32E Q & Q^-1 for Sharp, TI, & Casio
(11-27-2022 02:44 PM)ijabbott Wrote: On the TI-36X Pro, Q(x) can be done using the Normalcdf dialog with mu=0, sigma=1, LOWERbnd=x and UPPERbnd=1e99. Q⁻¹(a) can be done using the InvNormal dialog with area=1-a, mu=0, and sigma=1. (The area is set to 1-a because it uses the area to the left. (The HP-33E Inverse Normal Integral program in the Statistics Applications book uses the area to the right.) Alternatively, set area=a and negate the result.) That’s it! Just what I was looking for! P.S. Sharp uses Normal cdf. Thanks!! |
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Messages In This Thread |
HP-32E Q & Q^-1 for Sharp, TI, & Casio - Matt Agajanian - 11-27-2022, 02:53 AM
RE: HP-32E Q & Q^-1 for Sharp, TI, & Casio - Csaba Tizedes - 11-27-2022, 06:38 AM
RE: HP-32E Q & Q^-1 for Sharp, TI, & Casio - Matt Agajanian - 11-27-2022, 06:47 AM
RE: HP-32E Q & Q^-1 for Sharp, TI, & Casio - Albert Chan - 11-27-2022, 08:48 AM
RE: HP-32E Q & Q^-1 for Sharp, TI, & Casio - klesl - 11-27-2022, 11:47 AM
RE: HP-32E Q & Q^-1 for Sharp, TI, & Casio - ijabbott - 11-27-2022, 02:44 PM
RE: HP-32E Q & Q^-1 for Sharp, TI, & Casio - Matt Agajanian - 11-27-2022 07:17 PM
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