(HP15C)(HP67)(HP41C) Bernoulli Polynomials

09052023, 09:47 PM
(This post was last modified: 09052023 09:48 PM by John Keith.)
Post: #25




RE: (HP15C)(HP67)(HP41C) Bernoulli Polynomials
Using the formula d = Product p, (p1)  m from your 2nd link in post #19 along with approximate values of B(n) computed by tangent numbers, we can get exact a up to B(28) with 12 digits, or B(26) with 10 digits. Of course, we then need a way to compute divisors of m and primes or GCD, which no HP calculator before the HP49 has. There are good factoring libraries for the HP48 but this would not be easy for keystroke programmable calculators.


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