[Problema Austriacum Plus Ultra Quadratura Circuli] Problema Avstriacvm Plvs Vltra Qvadratvra Circvli, 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: 0.90.
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The machine reads it as
- d.
- O
- riu
- 33.
- es
- 6.
- 6.
- in
- ∞E
- At A Y B R L A R V M.
- Determinatur circulus maximus qui parabolam intus in ono tantum puncto contin-
- eat.
- Pa5. 4.20. pr. 136.
- Ex dato in axe parabolae puncto linea breuissima ducitur earum quae ex illo puncto ad
- peripheriam duei possunt.
- 420. pr. 137.
- Decirculo secante parabolam in quatuor punctis, eiusque proprietatibus. 42 1. pr.
- 138, 139. 140.
- Puncta circulorum, item linearum secantium parabolam Geometrice desienantur.
- 422 a pr. 141. 2 (que 145.
- Determinantur parabolae ad eundem axem constituta numquam concurrentes, sive
- parallela interse.
- 424. pr. 146.
- Determinantur parabolae sibrinuicem occurrentes, intersectionum que puncta. 425. a
- pr. 147. 2 sque ad 152.
- e ARS OV AR FA
- Proprietates parabolarum se invicem, aut circulos
- contingentium, intersecantuum.
- DRopriecates duarum parabolarum ad eundem vercuem es axem constuutarum,
- sic 2t vna intra aliam contineatur.
- nijs septem continue proporcionales inueniuntur.
- 429. pr. 153. 154. 155, 156.
- 454. pr. 217.
- Proprietates parabolarum ad eundem verticem arem, aut ad solum axem consti-
- tutarum, sic xe parabola parabola opponatur.
- 431. pr. 157. 158. 159.
- Proprietates parabolarum inuer se ad eundem axem constitutarum, sic ot apex vnius
- intra alteram parabolam sit. 432. pr. 160. 2 que 164. pas. 443. pr. 188. 189.
- Pa8. 4+5 pr. 192.
- Proprietares parabolarum ad eundem apicem constitutarum, sic t axis aut diameter
- vnius rancens sit alterius. 43+ pr. 165. 166. 167. pa5. 136. a pr. 171. v sque 174.
- pac. 140. a pr. 181. ∞ sque 165.
- Tuillis parabolis suc constuuris linea defoenantur, quae alcarum linearum duplicatam,
- triplicaram, quadruplicatam, imo octuplicatam habeant rationem. 437. a pr. 175.
- 2 sque 180. pas 442. pr. 186.
- Propretates parabolarum sic adeandem tancentem constuutarum, ut dametri per
- puncta contactuum dimissa, parallelae sint. -435. pr. 168, 169. 170. Pas. 444.
- pr. 190. 191.
- Proprietates parabolae sectae bis per circulum. 445. pr. 193. 194. pas. 451. pr. 206. 207.
- Proprietates parabola quam interius tancit cireulus.
- A16. à pr. 195. 2 (que 203.
- Proprietates parabolae quam taneit circulus ex in duobus punctis praeterea secat. 450.
- pr. 204. 205. pas. 453. pr. 211. 212. pas 454 pr. 213.
- Proprietates parabolarum subalterne positarum ad eundem axem, quas in verticibus
- 451. pr. 208. 209. 210.
- tane circulus.
- Problemata cirea diuisionem i cela alort fod pet tet soltio parcobea.
- 454. pr. 213. 216217.
Cite
[Problema Austriacum Plus Ultra Quadratura Circuli] Problema Avstriacvm Plvs Vltra Qvadratvra Circvli, fol. - . Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/1815201908:0034?run=74