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|    sci.math.symbolic    |    Symbolic algebra discussion    |    10,432 messages    |
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|    Message 8,453 of 10,432    |
|    did to Nasser M. Abbasi    |
|    Re: The A. F. Timofeev symbolic integrat    |
|    06 Nov 13 22:16:34    |
      From: didier.oslo@hotmail.com              On Thursday, 7 November 2013 03:33:19 UTC+1, Nasser M. Abbasi wrote:       > On 11/6/2013 6:16 PM, Albert Rich wrote:       >       > > I am currently transcribing the 109 integration examples in Chapter 8 of       Timofeev's book.       >       > >However I am unable to figure out what Timofeev intended for examples #66       and #69 on       >       > >page 366. The integrands for #66 and #69 appear to be       >       > >       >       > > (cosh(x)^2 - sinh(x)^3) / (cosh[x)^3 + sinh(x)^3)       >       > >       >       > > and       >       > >       >       > > (tanh(x)-cosh(2x))*cosh(x)/((sinh(2x)+sinh(x)^2)*sqrt(sinh(2*x)))       >       > >       >       > > respectively, but the antiderivatives shown for them are not valid.       >       > >Can anybody out there help me out?       >       > >       >       > > Albert       >       > >       >       >       >       > Yes, there is an error/typo somewhere. difference between       >       > the derivative of the anti derivative and the integrand is not       >       > zero and not even linear constant difference. This is from       >       > the 1948 edition. May be there is a newer edition than this       >                     The 1961 edition is available at       http://en.books4study.org.ua/kniga3195.html              --- SoupGate-Win32 v1.05        * Origin: you cannot sedate... all the things you hate (1:229/2)    |
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