Lexicon Technicum: Or, An Universal English Dictionary Of Arts And Sciences, fol. -
Machine transcription. Not an edition. Errors are expected: about 8% character error rate on Latin and French lines, higher on German. Mean line confidence on this page: 0.88.
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The machine reads it as
- miein co be placed betore o, rhe las Figure et che
- Diridual. Lcheretore place 3 in the Quorient juA
- atcerche crooked Line, and by char Fixcle, Wone
- An Fxample os Compound Division in Axebra.
- 1602 a22 412102214
- -162
- 2d. Opcrarion; I mulciply che Dirilor 263, and
- reire the Produet 789 orderty under ihe Diridu.
- is the
- al 940. Then
- 3Z 12
- Jali. Llubltraet he Pcoduet 789 from ihe Di
- ridual, and chere remains isi.
- Athly. Fo wtrich I bring doion 4, che nexr Fi-
- sure co che Riphe Hland oF che Dividual, and
- wtrich, eo me thac I have done wich, I mark
- by purrins a Point under ic; (0 L hare non 1514
- For a nem Dividual. Ttien do l’enquire again by
- DIVISION in Mhole Numbers is thus perForm d.) che Merhod eiven in etie sirst Arciele, nom otien
- 1. F0 divide by one Pixure is very eatie; 2.
- (ean have 263 in r5r4 and comparins chose
- Numbers rogether accordins rochat GeneralRule
- suppose 6759 vere ro be divided amonest 3 Men, and which a licle Practice will mate very exsie
- hou much is each Mans Stare. Sec the Numbers L Sind P ean have ic bur 5 times; Wheretore L puc
- doinn as yon sec Bere, 3) 6759 (2253.
- s’in che Ouorient, and by chac mulciply my Diri
- TOr, and subleribe the Product 1315 orderly under
- And then Cay, 3 is conrained in 6 (che srst Pieure he las Dividual. Then Llutstract ic also srom
- covares ehe Lesr hand of ihe Dividend) evice, chence, and sind a Remainder oF 199; co which
- erheretore L place 2 in che Quoriene; rhen L80 Remainder L bring doon the next Fipure 8 From
- on to rhe nexr Figure, and Car, 3 is tound in 7
- The Dividend (havine also poinred it chere)
- eivice, and there is one over: I place 2 in the and chen Phave 1998 for a new Dividual; wich
- Duoriene apain; and I imagine ehie onc chac was which, as betore, comparins. my Divilor 263. L
- over ro stand betore che next Fixure 5, wrhich will snd char P can have it buc 7 times; Wheretore
- make ir 15. Then Lenquire ho ofc P can hare placins y in che Quorient, by chat P mulcipiy che
- ehe Dirisor 3 in 15. and sindins ic just s rimes, L) Divilor 263. and subscribe che Product orderso
- places in che Ouorient. Then L 80 corhe laAFi. undes chc Dividual 1998, substractine ic allo
- pure, and ast hon otten P can have 3 in 9, which from chence; and ro che Remainder, Wwhich is
- snd ro De 3 times, l irire 3 in che Ouorient; 157. bringine donn 8, ehe last Figure ot che Di.
- and so che Operarion is over, 2253 bcins rhe crue
- vidend, Lhare 1578 for a nem Dividual; wich
- Ouorient, Or che numbet ot Pounds chac each which, comparine as betore, the Divilor 263,1
- Man must have.
- find on eryal chac P can have ic just 6 cimes in il;
- 2. Wten vou arero divide a Number by a Di- 5o L Weire 6 in che Ouorient, by ThaE Fipure 6
- visor chaL conLiItS OF 2, 3. or more places, che O. mulcipls che Divisor, subseribe thc ProduCF 1578
- veration is more redious and disticule (it beins in-under the Dividual, and maktins Substraction,
- ecd the hardest Leston in Arichmerick) bur ver sind no Remainder; Wwheretore L conclude ihe
- ix mox vich a licele Practice be readily performi d Division is ended; and chat 3576 is the irue
- chus: Suppole 940488 Crowns ivere ro be divi. Ouorient, or Number oF Cronns each Man is1O
- ded amons a Stixs Company consistins ot 262) have for his Strare.
- Men, Wohac is cact Mars Share.
- 263) 940488(3576
- And ehis Example, it caretully hecded, will be
- Custicient ro reach any one etie way ot dividinq by
- 1. Set donnche Nlumbers more rixures chan one; che several Operarions of
- as vou sec; then sirst di-Wvtich Method are briesy summ d up in this L a-
- Ainguim by a Poine a parr of) rin Verse;
- the Dividend, erhich Mhall be
- Greater chan, or acleastequa
- cothe Divilor, irhichis called
- etcl ad rlntbldet da eab
- divided. Phen leck lionei
- Dic quot, mulsiplica, subdue, transferq; secundum.
- Lnc only true Proot ot Division is by Multipli-
- carion; tor che Produet ot che Ouoriene and Di-
- cent sou Canhare 263 in 940; visor must alvays be cqua) ro the Dividend; chus
- wtrich because ic is ulually
- 3576 mulciplicd by 263 prodaces 940488; be
- che hardek caste r0 find cause wrhac is destroyed by Division is rettored by
- exactly, obserre caretully Multiplication.
- ehis Ruse: First CaY, I can
- have 2, the ReA Figure oF
- DIVISIOM Geometrical Dr Division in Lines, ie
- the Diritor, 4 cimes in g, che called application, the delien ol wrhich, when ic
- Rest ot the Dividuat, and chere ill temam 1, is exercised abour rhe Construction oF Plane Pro
- itich Maxim lo ans detere 4 enc scconta ferenns i5 Oni) ThIs, 27Z. A Rectanple being piven,
- Figure oF phe Dividual, which ill cheresore beas allo a Rixhe Line, co And anorter Riphe Line,
- 4: Burchen considerins 6, che second Figure oF (o char rhe Rectansle concained under ic, and the
- . che 2 BC OF Che DivitOr, L cat L Cat Dabe (Onc Ade Ot che Rectansle:: 10 is rhe sches lide.
- chat 3 eimes in 34, and more chan encush will cC: (20 che Line Couxhc.
- 9t
- 42Z 6
- 122
- etic Divilor. LAHa L Cannor have, a5 Poughe, 6) Kighe Line Bivell, IIIaH DE equal co the Rectangle
- tour cimres in r4; Wheretore lconclude lcannor hrlt siven; wtuch efsection o Construction, is cal-
- hare 33 four rimes in 940: Lrry nexr elren whac led ele paon et a sien Acclanele 10 2
- 3 W ad, and I tind L can have 2 chrec cimes, Lelxhe Line siven; and che Rixhe Linc arilins by
- ahe Cac chere will remain 3: wtuich 3 l imaxine luch applaurton. is Called ehe Parabola, Or Geo
- 1d ane eltore 4 che 2d Fixure oF che Dividual. methur Sactent, and may be found out by che
- alte cae ic Willmake ic 34; ervinscheretore wich ) Chrec, oy makie as che Line piven is 10
Cite
Lexicon Technicum: Or, An Universal English Dictionary Of Arts And Sciences, fol. - . Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/806933011:0266?run=74