(50g) Bernoulli polynomials
12-29-2018, 04:40 PM
Post: #12
 DavidM Senior Member Posts: 979 Joined: Dec 2013
RE: (50g) Bernoulli polynomials
(12-29-2018 03:52 PM)Albert Chan Wrote:  It is the summation, more specifically, the term 1/12*(-55*9^11)

55*9^11 = 1 725958 278495 --> rounding-up --> 1 725958 278500

Introduced constant term error = -5/12 ~ -0.41667

Not long ago I discovered that Σ will always attempt to apply a special form of CAS simplification to its argument; perhaps the method it uses is causing this scenario to unfold.
 « Next Oldest | Next Newest »

 Messages In This Thread (50g) Bernoulli polynomials - peacecalc - 12-17-2018, 05:31 PM RE: (50g) Bernoulli polynomials - DavidM - 12-17-2018, 06:07 PM RE: (50g) Bernoulli polynomials - John Keith - 12-17-2018, 07:03 PM RE: (50g) Bernoulli polynomials - DavidM - 12-17-2018, 08:37 PM RE: (50g) Bernoulli polynomials - ttw - 12-17-2018, 09:17 PM RE: (50g) Bernoulli polynomials - peacecalc - 12-17-2018, 10:03 PM RE: (50g) Bernoulli polynomials - ijabbott - 12-17-2018, 11:58 PM RE: (50g) Bernoulli polynomials - peacecalc - 12-22-2018, 11:06 PM RE: (50g) Bernoulli polynomials - John Keith - 12-23-2018, 07:58 PM RE: (50g) Bernoulli polynomials - peacecalc - 12-29-2018, 02:18 PM RE: (50g) Bernoulli polynomials - Albert Chan - 12-29-2018, 03:52 PM RE: (50g) Bernoulli polynomials - DavidM - 12-29-2018 04:40 PM RE: (50g) Bernoulli polynomials - John Keith - 12-29-2018, 05:54 PM RE: (50g) Bernoulli polynomials - peacecalc - 12-30-2018, 01:44 PM RE: (50g) Bernoulli polynomials - ttw - 01-02-2019, 11:13 PM RE: (50g) Bernoulli polynomials - peacecalc - 01-03-2019, 10:20 AM

User(s) browsing this thread: 1 Guest(s)