Re: how come calculus can be exact?

From: Bill (nospam)
Date: 09/05/04


Date: Sun, 5 Sep 2004 13:18:31 -0500


"ashok" <arjdombivli@indiatimes.com> wrote in message
news:1dc813f.0409051006.f35afef@posting.google.com...
> How come calculus gives the exact results despite we are making
> approximations(neglecting the infinitesimal which tends to zero) at
> its basic definition level?
>
> I am getting very much frustated over it.
> Can someone please convince me over the exclusion of the infinitesimal
> terms from the definition and still getting the correct results.??

 I tried to answer, but I think I need to know a little more. Perhaps you
could provide the example that you are having trouble with?



Relevant Pages

  • how come calculus can be exact?
    ... How come calculus gives the exact results despite we are making ... approximations(neglecting the infinitesimal which tends to zero) at ... its basic definition level? ...
    (sci.math)
  • Re: how come calculus can be exact?
    ... > its basic definition level? ... based on a small value h becomes an exact solution when h tends to zero. ...
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  • Re: how come calculus can be exact?
    ... >approximations(neglecting the infinitesimal which tends to zero) at ... >its basic definition level? ... you are taking a limit of approximations as something goes ... is the exact result. ...
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  • Re: how come calculus can be exact?
    ... >>approximations(neglecting the infinitesimal which tends to zero) at ... >>its basic definition level? ... You're reading the equations of calculus wrong. ... Calculus gives precise results only in the context of these limits. ...
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