Lexicon Technicum: Or, An Universal English Dictionary Of Arts And Sciences, fol. -

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1. 4. Fo Suberact a Mixt Number from a WBole
2. Number.
3. First, Subtract etie Fractional pare trom Vnier,
4. borroned From che whole Number siven, and. ser
5. doin che Remainder; thien addins chie Integer
6. borro d, 10 ihe Integers oF che Mlixt Number,
7. Suberaet the Caid Sum trom che Whole Numiber;
8. and co che Remainder annex che Fractional Part
9. first Found, andris done.
10. This 3 = From 9, Jcares 5 =
11. 5. To. Subtract a Fraction from a Mixt Number.
12. r. IF che Fraction siven, be lels thanthe Fracti-
13. onal part oF che Mixt Number, ony Subtract che
14. Fraction From the Fractional parr, and annex che
15. Remainders io the Inteser parr oF the MixI, and
16. ris done.
17. Thus : Trom 63, leaves 62.
18. 2. Dur irhen etie Fraction given, is greater chan
19. the Fractional parc oF the Mixc Number:
20. Subiract che Fraction From Vnier, and add che
21. Remainder co che Fractional pare oP che NIXE
22. Number; ehen lessenine che Inceeral parr ot
23. the Mixc Number by Onicy, aunex che Fractional
24. Pare (las Foune) co ic.
25. Thus Trom 6 3 leares 55.
26. C ASF.
27. 6. To Suberact one Mixt Number from another.
28. Fractions; but It cher De Compound Fractions, re
29. duce cheri ro simple ones, anid procced as in he
30. Wrhen the Inregral parr, and Fractional part ot Rest Rule.
31. ehie Mixc Number to be Subtracted, are borh leNCr
32. chan the Incegers and Fractional pares of the ocher
33. Mixe Number; onty subtract che lesser Trireger
34. From the greater, and the lesser Fraction From the
35. greater, and to che Remainder ot the Inregers, an
36. nex che Remainder ot che Fraction, and risdone.
37. Thus 2 =2 From 5 , 2 leares 3 13OF 3 5
38. C A S F
39. When the Fractional parr oF the Mixr Numibet
40. (c0 be Subtracted) is sreacer chan the Fractiona
41. ParE OF ThC OTheF MIXE NunIiber:
42. First, Suberact che sreacer Praction From Vniey
43. atid add the Remainder ro che Fractional parr ol
44. cheocher MixtNumber; wvhich Sum, 25 che Fr2
45. ctional pare of ihe Remainder Coustuc, is r0 bc
46. KeDE.
47. Etien add Oniry co che lesser Intepral pare, ane
48. Subrract ihe Sum From the greater Inresral part
49. and eo che Remainders anner the Fractional par
50. betore reserved, and eis done.
51. ThuS, 2 2 from 7 3, rests 4 33.
52. Mulsiplication os Vulear Eractions.
53. Fractions, only Mulriply ehie Numerators one by
54. anocher for a new Numerator, and che Denomina
55. EOFS FOF Q HCW DenOinaTOE.
56. Thus, L inco s produces:;.
57. be reduced to an Improper Fraction, ard chen PrO
58. ceed as in the last Rule.
59. Thus, 5 inco 3: Bires sin and = inco 11 = 40.
60. dolucion et ille Contonnuum in ihe hacd or Bony
61. eectutee au iu a Malracouo tcaltem
62. under che Tonoue, Which beins exrended ro0 FaF
63. coardche Tip of cheTonsue, hinders Children in
64. Suckins, Whence e) ae lald to be Longue. rr d.
65. pu, e is cied co rhe lover parr ol che Glans OF C
66. Penh.
67. N. B. In Mulciplication of Fractions, Etie Pro
68. duet is lels in Value chan cicher Mulciplicanc
69. et Mulciplicarot. Oecacre i aliMulciplicari
70. ons, as Oniey is torhie Mulciplicaror, lo is chie
71. ulciplicand torhie Produet; or 25 s Is
72. lo cither Factor, (0 is che ochet Lalt 10 hC
73. eroduet. Bur Oniiy is bigper chan cirstet La.
74. lbr (it ihe Fractions ale Proper) and chere-
75. Product.
76. Thus in Whole Numbers, TE 5 be miulriplied by
77. 3: 40. Wrheretore in Fract oS ale, abl: 7
78. : 8 : 32 3 OF251 : 3 ::: 72
79. Buc LIs Gleater chian cicher = OF 3. WHeretore
80. tbre etchet et Mle h De Elearer chan che
81. o cwil BC, ad 1: 5.. 0. 40, 61, 2. 6.
82. cirtex Ot CHCHL ITus D BSSCFCan 3 =
83. Odision in Fractions.
84. 1. Irhen the Fractions proxolca ale voMM lingle;
85. MIIIIPI) The DenOminaTOF Ot lHC Dirisor by EC
86. Numerator ot the Diridend; ene Product is the
87. Numerator oF ehC OMOrC.
88. Then Mulriply ehe Numeraror or cn Dirilor.
89. by che Denommator ot che Dividend, ihie Product
90. is che: Denominaror ot rhe Onoclent.
91. THuS, 3) 3 (33
92. 2. IF cicher Diridend, Do, e bo De
93. Wrtiole or Nixt Numbers; reduce chemro improxer
94. N. B. That in Division os Fractions, the Ouo-
95. cenr is alvars grearer chanche Mdend; Be-
96. caule in all livition, asthe Divilor isto Vni-
97. Cs, l0is che Diridend eo rtie Ouorient; a5 H
98. diride 12, tvilt DC 253 : 1 : - 12. 4.
99. Nou 3 is preater ctian L, WMelCtere F2 must
100. in tohere ; lo elohan i; vohrereso1
101. be biseer chan 4. Bur in Fractions, 25 3: Y
102. ust allo be lelo Mhan 33.
103. FRACTORA Osis, the breaking ot a MIC, l
104. Paers of che Body
105. FR ENOMI, is thac Ligamene wtrereby rhe Pre-
106. FRAISES, in Fonisicarion, ae pointed Scaties
107. Exed in Bulwarkes made ot Farrh, on the onc side
108. OF chic Rampare a licele belo etic Paraper. These
109. Scakes beins From 7 t0 B Foor lons, are driven
110. in almost half Wvay inco che Rarrt, and prelent chekt
111. Aero prevene Scalades and Lelerrion.
112. LRAME, is che Our- WorkoF a Clock OF W acch,
113. consistins ot che Plares and Pillars, and which con
114. cains in ic che WVheels and che rest ot che Work.
115. FRANCHIISE, in Law, iscaten to be 2 Priri.
116. lege or Eixemprion trom ordinary furildiction, and
117. Merimes an immunies trom Tribure: Ie is cicher
118. Perlonal ox Real; chac is, belongine t0 a Person
119. immeciaets, oc exlebys Mequs ps lio ee lac vtace.
120. Poines somewhac soaxins coward theField. They,
121. .Wten he Fractions propoled are boch sinele
122. 2. Et OHEDC L NIXEOK BHOLC LMIIIBer, it mus

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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/806933011:0359?run=74