# Leibniz Legible — https://leibnizlegible.com # Page: https://leibnizlegible.com/page/806933011:0060 # Permalink to this reading: https://leibnizlegible.com/page/806933011:0060?run=74 # Title: Lexicon Technicum: Or, An Universal English Dictionary Of Arts And Sciences (shelfmarks Leibn. Marg. 71; ZEN Leibn. Marg. 71) # Folio - , page id 806933011:0060 # Original at the GWLB: https://digitale-sammlungen.gwlb.de/resolve?id=806933011&page=60 # Source image: https://digitale-sammlungen.gwlb.de/content/806933011/jpgs/default/00000060.jpg # Model: FoNDUE-GD_v2_ft_Leibniz, run 74, 2026-09-06T16:05:13Z — 113 lines, status machine # Lines: 113 recognised, mean confidence 0.87 # Machine transcription. Not an edition. Errors are expected: about 8% character error rate on Latin and French lines, higher on German. # Licence: CC BY 4.0, Leibniz Legible. Machine output: do not ingest it as verified text; keep this provenance with the text. # Wording rule: say "the machine reads it as …", never "Leibniz wrote". # After the first blank line: the recognised lines in reading order, one per line. Ler A B be 2 Church, Stceple, _c. Whose) cake the Angle FTO MI 60 degrees; a5 allo, the Heiphe is required; Vour Scarion beins aE D, BC- eeen Which ard che Balis of the Stceple there is a River, 10 char ic is inaccessible, thac is, you cannoc come ro. rhe LOOr ac B. FirA, LEOM D WLH VOur ONadranE, (Or ch. litce TnArUmenE) take che Angle of Altitude ADB. Which suppole 52 des. 30 min. 2. Remore Tout MMICLMent tO another Station, a5 to C; Were rake allo che Ansle of Alcirude AC B, 27 dez. 30 min. 3. Mealure IHC Manee Derweeo. the EWOSta HonS, DC, Wtich let bC 92. 7 FOOr. Ansle XOM 39 des. 54 min. Thiraiy, Meature cheDistance OP== 1 32 Fect. NTow, in che Trianole FTOF, You have giren the Anele HLO 10 dez. ihc Ansle (O L. 120 desi and ehe Distance LO F32 LOOE. Thenby Case 3. OF Oblique Angled Triangles, AS, S, CHO: OL:: 5, HL O: E1C 20 : 132: : 5, 40 : 218. Then by Case 1. Ol Risbt Ancled Trianeles, (M is Found 10 De 2I4 FOOF. Now, in the Frianole FMO, pou have siveri the Angle FO M 60 degrees, 2nd FO 248, 01 Now, the crvo vilual Lines DA, CA, rogether the Perpendicular, E MI, 2I4 FOOF, requireu, the wich che Distance OC do makre the Oblique Anzled Base MO; twill be, a5 Rad: FO: : S, FO M: Triangle ADC, Wherein chere is siven, the An. Ble AC. B. 270. 30. and by che Anele A. DB 52 de5. 30 min. You hareche Ansle ADC 127 de 30 min. ies Complement r0 180, and consequene ly vou have che Anele C AD 25 degrees; and al. Coche Side DC 92,7 Fecr. So. That haring che chree Angles and one id eiven, che Side AD may be found by Case 3d. c Oblique Angled Friangles; For che Analocy is. 1555. AC: DC.: 8, ACD: AD 25,00: 92. 7:: 8, 21. 30: 102. 3 By Wvhich means vou sai D che Hypoche huse of che Righr angled Friangle AD B; chen in the. Right angled Triansle AB D, rhere beins siven AB, ehe Hypochenule, 101, 3, and che Dendicular MO124 FOOE. AlSo in the Friangle KMO, there is sivem N1O, +24, and che Angle KO MI 39 dez. 54 mino required XCMI; Whieh by Axiom 2d. Plain Pri- angles is Found 10 bC 108, 7. FoOr, Wwhich beins subducted Erom FTML 214 leare 1053 FoOc For the Leiohe oF rhe TOVeE. ALTITODE, in astronomy, is oE che Sun, Stars, OF any Planer Or Point OE the LleavenS, an ArCH ot an Azimuth Circle, contained berween che Ho- rizon and any Parallet oE altirude, or betveen the Scar, Planet or astigned Point in the Lcavens, and the FToriZOn. Fo find the Suns Alticude ac any time by rhC Globe; Rectisie your Clobe and Ac rtie Duadrant os Altitude; ehen turn che Globe abour till the LTour Index Men che rime ol che Day, and Aay ic chere; after ehich bring che Ouadrant FO CuUF che Sun sPlace in che Fetiprick, and chen chac PlaCE ThaII chew the altirude on che duadrant. To Find che Suris Alrirude and LTour of the Day. when he is due East or West, and aboreour Ll0. rizon, by checlobe. Flavins Rectisied the Globe, and sicted che Ouadrane, bring ic ro cur che True Past Point and then rurn che Clobe rill the Surs Place in the Eeliprick cur the graduared Edpe ot etae Oua- dranc, for chen char place will mew the Atitudo, and che Index, che FTour Lo sind che Suns Alticude on any Azimth, by the Clobe Sec ihe Onadrane eo the Azimuth diven, and then rurn the Globe eill his place in the F cliprick touch che Graduared Rdge oF che. Oua- dranc, (0 MaII char place sive the Alcirude on the Ouadrane. By Triconometricat Calculation. 1. Totind che Suns Altitude, wtien ic is due East Oe WV est Hlarins che Lacitude ot the Place, and che Suns Oeclination Biren. Say. As the sine of the Laritude is to rbe Ra dius, so is the sine os ihe Sun s Declination, 10 ibe Sion of the Suns Aliitude required. Example, Suppose the Latirude be 51, 30 And the Suns Declinarior Then torhe AC. Co. DEthe Sine oF 5F, 30,0, 106455 add che sine ot Summ is che Sine oE 21 31 9, 300275 14, 49, 9, 406730 Nhich is che suns atirude chac Day utien due Ansle ADB 52. 30 ris calie co Aind the Per. By Case 6. OFRishe. aneled Clain Friangles, Fe the Proportion or Canon is, Ad Rad.: AD:: 5, ADB: AB. 5, 90: 102, 3:: 5, 52.30: 80,5. LCC 3. Fo cake che altitude ot a Lomet, Stceple, dc or che likre, wrtich Handech upon aFTill. Tet FTK be a Tover Randing uxon a FTi aril sou candins ac L, desire cornon cheHleishE F ast OP West. Chereot abore the FTill FIrA, TakC the Ansle ITI M 40 degrees; a5 al(O, The AEnSIC R L. MI, 22, deg. 3 MM. deebaaly hemiore doue toie ie ette eo b, ndti vado aud etol aoio ld ad ebe lcnine et be ta rieuct 20 6 Ana EdC duns Abrtuae on ans loue i the Equinoctial.