HP-67 & Normal Distribution Integral
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11-28-2022, 09:57 PM
(This post was last modified: 11-29-2022 02:20 AM by Gene.)
Post: #1
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HP-67 & Normal Distribution Integral
Hi all.
Yeah. I know. At the time, Normal Distribution and Inverse ND was calculated using constants. Since the 67 had 224 steps, why wasn’t it possible for the 67, to have a Trapezoidal or Simpson’s routine program with the ND function as the subroutine? |
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11-29-2022, 08:08 AM
Post: #2
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RE: HP-67 & Normal Distribution Integral
I do not think that this is a problem in principle. In the HP 67/97 Math Pac listing there is as well a program for numerical integration. I think that it is a matter of time and convenience. If the approximation is exact to E-4 this is totally sufficient and it is much faster than numeric integration with the same accuracy.
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11-29-2022, 08:46 PM
Post: #3
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RE: HP-67 & Normal Distribution Integral
(11-29-2022 08:08 AM)rawi Wrote: I do not think that this is a problem in principle. In the HP 67/97 Math Pac listing there is as well a program for numerical integration. I think that it is a matter of time and convenience. If the approximation is exact to E-4 this is totally sufficient and it is much faster than numeric integration with the same accuracy. Good point. |
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