Synopsis Geometrica, fol. 283
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: 0.84.
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The machine reads it as
- Mibus
- vt ele.
- Eculiie
- Cai, dl
- radium.
- 3 PutaI
- lOgCnCd
- legmemt
- ; ducta
- S: hin
- rectate
- ualiS H.
- ibecaliu
- n HIe
- etn Y
- qualibu
- cti in
- Cam V
- Ceomerrica.
- V in curuam diver(i generis IK O, quans
- lineam linuum appello. ex cum Colidum
- comprehenlum dicta luperticie, duobus
- quadrancibus YZZ, YZV, d criarulo Z
- XV hinc resoluatur in criagula ZZV,u
- actBn, aliaque parallela. (ub qua racione
- perciner ad quincam clalsem, ec ad x-
- quationem hgura ducitur ZZV in=
- Z Y, inde vero reloluatur in luperticies
- Cylindricas concentricas, qua decres-
- cunc in duplicaca alcirudinum; henim
- alumpeoradioZ v, re quadrans (ub.
- radioZ v, est ad quadranEeM Z Y X, in
- duplicata Z u ad Z. Y, ica de similis (u-
- perticies cylindrica; decre lcune isieur dis
- ctae luperficies, in quas dictum Frustum
- cplindricum reloluitur, in duplicata aleiu
- tudinum, acque adeo dictum Colidum Tub
- hac ratione perriner ad cerriam classems
- dead equationem ducitur superticies Y
- SrZ8Y, in = Z X; vnde necessario
- sequitur, esle duplam crianguli Z ZV.
- aequalem isitur quadrato Z V; quod
- iam alio modo lupra demonstratum eAt.
- Elinc dictum Colidum est aequale pyra-
- midi subTZ & alcicudinc v, Si de-
- mum lececur quadrans cylindricus per
- planum YEV L Fructum superius divici.
- EAE
- 283
Cite
Synopsis Geometrica, fol. 283. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/797939695:0303?run=74