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Student Support Forum: 'Numerical Solve of SinInegral' topicStudent Support Forum > General > "Numerical Solve of SinInegral"

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yehuda ben-shimol
09/23/05 02:49am

Hi,
Numerical functions has options to control precision and accuracy
for example
FindRoot[Integrate[Sin[x]/x, x] == 1, {x, 1}, WorkingPrecision -> 200]
yields
{x -> 1.0648397255365608896219667487734720128081704683175618206952906760437064\
578695669231654984332203886777284259054589336305425478780188375978104273053536\
087442274159201351065982654075006229678381401956113}
is it accurate enough ;)
yehuda

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Subject (listing for 'Numerical Solve of SinInegral')
Author Date Posted
Numerical Solve of SinInegral freefall 09/07/05 7:59pm
Re: Numerical Solve of SinInegral Alek 09/11/05 00:42am
Re: Numerical Solve of SinInegral Daniele Lupo 09/12/05 07:42am
Re: Numerical Solve of SinInegral yehuda ben-s... 09/12/05 10:07am
Re: Numerical Solve of SinInegral Daniele Lupo 09/13/05 04:57am
Re: Numerical Solve of SinInegral Jonathan Ell... 09/22/05 06:31am
Re: Numerical Solve of SinInegral yehuda ben-s... 09/23/05 02:49am
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