Hp50 'Integral (0,infinity,SIN(X)/X,X)' gives 5.04540304996
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12-14-2024, 11:51 AM
(This post was last modified: 12-14-2024 11:54 AM by Martin Hepperle.)
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RE: Hp50 'Integral (0,infinity,SIN(X)/X,X)' gives 5.04540304996
... indeed, on the real 50g hardware I also obtained 5.04540304996 for the range 0...2*pi after about 30 minutes. So the simulator is "correct".
The HP 49G says 1.55488887105 for the same range. Maple: 0...2*pi -> 1.418151576 2*pi ... oo -> 0.152644751 It is "funny" that the error seems to come from the higher x-values, where the function behaves better than around x=0. Nice to see, that the Prime has the Si(x) integral in its CAS rules. |
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Messages In This Thread |
Hp50 'Integral (0,infinity,SIN(X)/X,X)' gives 5.04540304996 - Gil - 12-13-2024, 12:50 AM
RE: Hp50 'Integral (0,infinity,SIN(X)/X,X)' gives 5.04540304996 - Martin Hepperle - 12-13-2024, 10:55 AM
RE: Hp50 'Integral (0,infinity,SIN(X)/X,X)' gives 5.04540304996 - Gil - 12-13-2024, 11:00 AM
RE: Hp50 'Integral (0,infinity,SIN(X)/X,X)' gives 5.04540304996 - C.Ret - 12-13-2024, 01:22 PM
RE: Hp50 'Integral (0,infinity,SIN(X)/X,X)' gives 5.04540304996 - Martin Hepperle - 12-13-2024, 11:47 AM
RE: Hp50 'Integral (0,infinity,SIN(X)/X,X)' gives 5.04540304996 - Gil - 12-13-2024, 11:56 AM
RE: Hp50 'Integral (0,infinity,SIN(X)/X,X)' gives 5.04540304996 - Gil - 12-13-2024, 01:50 PM
RE: Hp50 'Integral (0,infinity,SIN(X)/X,X)' gives 5.04540304996 - Martin Hepperle - 12-14-2024 11:51 AM
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