Leibniz-Handschriften zur Mathematik LH 35, 2, 1, fol. 197v
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: 0.72.
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One image of two folio pages side by side, registered by the library under both labels (also fol. 207r); this page is its left half.
The machine reads it as
- Si Radu sit 1s et Poly goni pracedenti vins sit a, lacus lequet
- Rg. 2 = 19 u 222 2) - 2a
- Dividantur termin omnes per a.
- p. 2252,- 242 47 -2
- eq a1
- 447
- Labris
- eg2r = e41 = 2 Est Ratio soly gom
- R4
- quentis adsinus
- praecedentis. Eisi
- Calio lin
- xhahamus si fieri possit; Radicem ex Rq. 3-2.
- Radices particudares 2 = R92. multiplicetur per A92.
- a Ag2
- autest 4 +
- an
- R4c 2 + = R9cc 2,. (25 = 24
- eya a
- Aa ce a
- 2. -
- 14522-24,
- nsuaa ostat tame Calculs sibi
- 8 -, 5 - 1. , - 4
- 10 = 5 = 5
- e7
- 10dat 8 quid 5. R 4.
- -( 22215 - 243) = 19 - - Aq 2
- Erit ergo Ratio Radias Quadratae Polygoni sinus
- Polygoni praecedentis ad vatus Polygoni sequentis:
- R9 27 - R4 a7 - 2,
- 2. 2
- 22) 2 2) 1q
- (Fingamus ipsum 1resse 10 trit: Rq
- . et a. esre 5.
- 6 145.
- Rg. 2+ = R4, 2Y 2Y = 2a) Revocetur ad nemoros 1 r esto 10.
- et a. esto 5. et productum debet esse paulo plus quam a seu 5.
- R9 (00 -((R2, (200 7200 - 50() 150)39000) 173, 5711)) 27
- Rquo 2 = R4c
- 200
- Rga
- 2 2a
- 200 200 50 = A4
- a elu)
- euli
- a
- 8-4 =1, = 5
- 10- 4
- 20 (000)
- Nitul hic lucii ob multiplicationem per 27. faciendam. Prodit A4, 2- R4 2
- Ideo A9242-2a) dividatur ante omnia
- (721 - A4 C 2 29 -2a) divictumus per _ R92 spet AquY H
- divedam cousper
- R49 2.
- 4
- ac 2du -2a a a
- = Bq o 4
- PE. 2+ Restabit 2- 24 Hoc scilicet fiet si totum
- Rq
- (er (492d Rq.
- te
- pet: Rq a92 (A9) 24
- (4 a (43)
- - 13
- 7 - 4), In quo nilluiri Aq (4 an
- 3. 247) pq . 2) - 2a3 = ea, N422- 19 23
- = R4, 2 - 24 quae scilicet multiplicata per. A44 2) producunt Latus Tolygoni sequentis.
- Namist orm dun p Ag. Nunc tempus est est di di per Aq a.
- Habemus (Ba) C Ag2
- AV a.
- uet 22ctq2 - 4 3. 2, 8
- (er (2. 2a = )aa a - 2. Fiet ergo qu -Bq = = 2, (Quod si multiplicetu
- a (, 22. a Cantires av) aeres et () a
- 44. (29. 29. p9 2 9 - Aq. 7 - 2. vel R4
- 1s
- Aa
- Ra 1+ 0 eg
- 10
- Jam R427 circiter est paulo plus quam R4. 5 seu quam 5. 8 - 4 - 4 Rq 20
- Jam totum hoc R4, 200= etC. seu R4. 27. dividatur per R4a. 2 - 1
- seu A45. et procedatur quasi a. esset incognitum, et
- proinde non Arithmeticae puiae sed Algebrae methodo.
- quc
- 2 et.
- 2
- per R9q 2Y Rg a. seu A4123 Rqqa seu R9q ~ a 2 siet labs so lygoni
- = 24a - 2
- Ryc 1. + , - 1,,+ a F
- R9 16
- 120 0b0 1 1200
- 1n2 (34
- o eosim
- ar
- 1400
- bt
- Iq 2
- prite
- 361q ut
- istud 6 est ratio Rad. D. de 5. ad latus
- h9 189
- A45 ∞. 6
- 40,000 = 2, = A4 1600 -2,
- R9 16
- rig b4
- A9 64 p 4 na
- dodeagoni, multiplicetur A45.
- 14
- R916
Cite
Leibniz-Handschriften zur Mathematik LH 35, 2, 1, fol. 197v. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 44). https://leibnizlegible.com/page/00067993:0396?run=44