Leibniz-Handschriften zur Mathematik LH 35, 14, 1, fol. 186r
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: 0.83.
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One image of two folio pages side by side, registered by the library under both labels (also fol. 185v); this page is its right half.
The machine reads it as
- senionullans 10. 23
- (0. 10. 13. 13. 20. 20. 22. 29 ( bi5. 10. 10. 13. 13, 20. 21 21. 29 f 10. 10. 13. 13.21. 21. 21. 2)
- si esset 10X +paX + NaaX + 13a 2X + a =0, et 20X +ZIAX + 2ax +2a=0
- firtet cila formulet formulae aequationis movissimae.
- 147. 207
- nem literae cuusque exdatis
- aquationibus servent, leger
- homogeneorum inter se,
- 1 W 23. 203
- 10.13 20. 23
- 12. 11 2820
- 10. I1. 12. 20. 237
- 14. 1. 12 23. 80
- sed formanem formalem Nempe quot modis
- fantum non virtualem ex primae aeqolituis
- in membro verd quovis
- est laxhomogenectum
- ultaque servatur
- temioquinars
- tribus repetitis vel
- diversis tre ternio
- haberi potest dextrarum
- summa fuciens 3
- quop feciunt 11. 11. IC
- 18. 19. 13, et 10
- 10.111420. 21. 23
- 10. 13. 13
- 11. H1. 13
- II 12. 1
- ni inelo
- atur que
- respondent
- etesnio baliens et
- B1 10. 10. 2l. 23
- 10. I1. 11
- 14.14. 12. 22.20
- 14. 13.13
- 1. _423
- 103. A. 12. B3
- 10. 14. 20. 22. 23
- 1d. A.3
- faciens pnar
- 10.10.11. 22. 233
- 1414. 13, 21. 203
- Ry. 21. 2
- .1322. 2
- ternio senans
- _ 1 20. 23
- 10. I1. 15
- grsort
- suvor
- max
- et
- exhis
- patet quomodo forma
- forpalae delineari
- Omi dissimulatis lteris aequalioni datae primpis
- derenus so assubtas posterioris, quia et sunt artitaria
- sed nonc torci non possent terini
- intermedii quia tres literae
- 20, 21, 22, levera ad duas redin–
- cerntur ergo pro 23, ponatur
- 23-y. et 20 habeatur pro
- constante a, et fiet
- =0. ubi ut scinmus un demonstrari ex formula
- +2823
- 20.4
- 11.
- H. 12. B3
- 2 20
- 11 20.253
- 20. 2122
- 2. y +
- 1010 2
- 28.2
- 20. 21
- (0= 21. 22
- 28. H. 22
- possit succedere sublationem terminorum
- mediorum videndum an semper
- quales istae a quae ordine
- pta tractabiles ut
- assurgunt, sint s
- ultima non ascendat altra gradum summae
- ex ipsis videatur aequatio sequens
- 28. 21
- 20.21
- 20. 21. 22
- 20. y
- tiones
- + 20. 23 + 30:
- + 20.812)
- +23. G +
- 20. 21
- d2o.2
- si sit 10X + n1aX + 12a = 0, et 20X +21 a =0. firl 10. 4H. 2b Vn- 11. 2. 20 ri-0 fu sen fut
- si sit
- +10. 21 - 11. 20. 21
- 2. 20
- Si sit 10X LIaX + 1a Xx 9a =0 et 20X + 21aX + 22a = 0
- fiet
- 0= 10: 122 = etc
- quae aequatio per expunctionem et adinationem ita stabit
- 10,28
- 26. 22
- 13. 28 12. 22.20
- bis
- n. . 2
- e 2. -10.11.212 +ter 10.134. 2022 410. I2. 7. 22 -10. 13. 21
- 3.A W B. A. d. 20 = 1. 12 21. 20 22 19.11. 2I. 2C
- quae aquatis per ex punctionem et expi ordinationem ita stabis:
- 10..2V ex abis 10 R 12. 15. 20 _. 22. 1V. 1. B 2del u. 2B. D Herio. B 12 2 110M, 212F.1B13. 213
- 18. 1. 232 abs 13. 1B. WV. 22. X. 20-13. 119028 i
- (1B. 1. 13. 13. 20. 20241217B. 1. 13. 13. 20. 20. 2. 22 ]7 10. 12. 13.19 2a20.W. 2 - 10. 11. 137 B, 282. 1. 2) Sed haec aeq. quentum judicare possum debet esse deprimibilis, quond litiras seu divisibilis pes tormu-
- lum quam ingrediatur 10, 13, et 2I, nulla verd aliarum, quia praevidemue in aequatione no-
- vissima sublata X ex 1q9. 1 et 2. non debere, 10, 14,13 A3, pr singula ascendere ultra gradum
- val atae demm aset n sap areu ep teigria parlopr a sodtuat
- secundun, necsea
- l.28.1
Cite
Leibniz-Handschriften zur Mathematik LH 35, 14, 1, fol. 186r. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/00068201:0371?run=74