Accuracy summation question
09-08-2023, 01:04 PM
Post: #6
 byoung Junior Member Posts: 21 Joined: Jul 2022
RE: Accuracy summation question
(09-08-2023 01:38 AM)Gerson W. Barbosa Wrote:
(09-07-2023 08:29 PM)byoung Wrote:  OK, this is probably a dumb question, but how are you guys getting such large exponents? Mine maxes out at E499.

Just using property of logarithms.

Sum(n=1,2000,log(n)) = 5735.52065052 (hp 50g)

-> 2000! 10^0.520652*10^5735

2000! = 3.31627(487045)*10^5735

Thanks. I just thought you had discovered some way to put the calculator into a high-precision mode, which I didn't think was possible.

- Bruce
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 Messages In This Thread Accuracy summation question - lrdheat - 09-06-2023, 07:30 PM RE: Accuracy summation question - rkf - 09-07-2023, 08:38 AM RE: Accuracy summation question - Albert Chan - 09-07-2023, 10:40 AM RE: Accuracy summation question - byoung - 09-07-2023, 08:29 PM RE: Accuracy summation question - Gerson W. Barbosa - 09-08-2023, 01:38 AM RE: Accuracy summation question - byoung - 09-08-2023 01:04 PM

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