MARC record from Internet Archive

LEADER: 04443cam 2200493Ii 4500
001 ocn123185648
003 OCoLC
005 20211204183449.0
008 860616s1800 enk 000 0 eng d
040 $aRPB$beng$erda$edcrmb$cSTF$dOCLCG$dEUX$dIQU$dRBN$dAMAZN$dOKU$dNLE$dOCLCO$dOCLCQ$dOCLCA$dJ9U$dOCLCQ$dOCLCO$dOCLCF$dOCLCQ$dBXM$dOCLCO$dOCL$dOCLCQ$dOCLCO$dOCLCA
019 $a5014020$a13477388$a181681338$a519539613$a877184757$a976995777
035 $a(OCoLC)123185648$z(OCoLC)5014020$z(OCoLC)13477388$z(OCoLC)181681338$z(OCoLC)519539613$z(OCoLC)877184757$z(OCoLC)976995777
050 4 $aQA211$b.M33x
245 00 $aTracts on the resolution of affected algebräick equations by Dr. Halley's, Mr. Raphson's, and Sir Isaac Newton's, methods of approximation /$cpublished by Francis Maseres ...
264 1 $aLondon :$bPrinted by J. Davis, Chancery-Lane, and sold by J. White, Fleet-Street,$c1800.
300 $alxxviii, [2], 479, [1] pages ;$c23 cm
336 $atext$btxt$2rdacontent
337 $aunmediated$bn$2rdamedia
338 $avolume$bnc$2rdacarrier
510 4 $aBabson College. Descriptive catalogue of the Grace K. Babson collection of the works of Sir Isaac Newton,$c180
510 4 $aGray, G.J. Bibliography of the works of Sir Isaac Newton,$c261
505 0 $aA new, exact, and easie method of finding the roots of any equations generally ... / Dr. Edmund Halley -- An appendix to the foregoing tract of Dr. Edmund Halley ... / Francis Maseres -- Dr. Wallis's solution of Colonel Titus's arithmetical problem / William Frend -- Observations on Mr. Raphson's method of resolving affected equations of all degrees by approximation / Francis Maseres -- An explanation of Simon Stevin's general rule to extract one root out of any possible equation in numbers, either exactly, or very nearly true / John Kersey -- A remark on an error in the reasoning of ... Monsieur Clairaut ... / Francis Maseres -- A general method of investigating the two, or three, first figures of the least root of an equation that has more than one real and affirmative root / Francis Maseres -- A specimen of Vieta's method of resolving algebräick equations of any order, or degree, by approximation ... / Francis Maseres -- Remarks on the number of negative and impossible roots in algebräick equations / William Frend.
530 $aAlso issued online.
600 10 $aRaphson, Joseph,$d-1715 or 1716.
650 0 $aDifferential-algebraic equations.
650 0 $aEquations$xNumerical solutions.
650 0 $aEquations, Theory of.
600 10 $aHalley, Edmond,$d1656-1742.
650 4 $aEquations$xNumerical solutions.
650 4 $aEquations, Theory of.
600 17 $aHalley, Edmond,$d1656-1742$2fast$0(OCoLC)fst00005880
650 7 $aDifferential-algebraic equations.$2fast$0(OCoLC)fst00893501
650 7 $aEquations$xNumerical solutions.$2fast$0(OCoLC)fst00914494
650 7 $aEquations, Theory of.$2fast$0(OCoLC)fst00914519
700 1 $aMaseres, Francis,$d1731-1824,$eeditor.
700 12 $aHalley, Edmond,$d1656-1742.$tNew, exact, and easie method of finding the roots of any equations generally.
700 12 $aFrend, William,$d1757-1841.$tDr. Wallis's solution of Colonel Titus's arithmetical problem.
700 12 $aKersey, John,$d1616-1690?$tExplanation of Simon Stevin's general rule to extract one root out of any possible equation in numbers, either exactly, or very nearly true.
776 08 $iOnline version:$aMaseres, Francis, 1731-1824.$tTracts on the resolution of affected algebräick equations by Dr. Halley's, Mr. Raphson's, and Sir Isaac Newton's, methods of approximation.$dLondon, Published by Francis Maseres, printed by J. Davis, Chancery-Lane, and sold by J. White, Fleet-Street, 1800$w(OCoLC)563135757
776 08 $iOnline version:$aMaseres, Francis, 1731-1824.$tTracts on the resolution of affected algebräick equations by Dr. Halley's, Mr. Raphson's, and Sir Isaac Newton's, methods of approximation.$dLondon, Published by Francis Maseres, printed by J. Davis, Chancery-Lane, and sold by J. White, Fleet-Street, 1800$w(OCoLC)609313526
856 41 $ahttp://www.gale.com$mGale technical support (800)877-4253$uhttp://galenet.galegroup.com/servlet/ECCO?locID=nor94900&c=1&stp=Author&ste=11&af=BN&ae=T087711&tiPG=1&dd=0&dc=flc&docNum=CW106839930&vrsn=1.0&srchtp=a&d4=0.33&n=10&SU=0LRM
938 $aAMAZON$bAMZN$nB002XITQFM
994 $aZ0$bP4A
948 $hNO HOLDINGS IN P4A - 43 OTHER HOLDINGS