Leibniz-Handschriften zur Mathematik LH 35, 4, 3, fol. 25v
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: 0.64.
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The machine reads it as
- in integris b, C, Ed, V
- C
- =. VD - bcdC C= v + cocorb, v- 0c0 rb
- be
- si v- ocorb sit minus quam 1
- etunc Y + crb, est majas quam C
- ec
- et ita produceat in intem. S, sed irrationeibus non semper sest piatsa producto
- p
- quia ma-
- = V = coco bBC V = 11 CocdYb nendia ideri
- romtsmeacessu
- C rV + coco rb. Ergo C+ v = 1 p V + 200c0Y6
- vgitcoco sob epCa cocorb
- V-V A 1 , e0 (rb = C+ cocorb
- Ergo 2cocoYb
- cdco b, sit majus quam 1. erit
- etiam C majus tam tu utroque producente
- e
- ea erit C( v 4c0c0db et Cp V. cocYb
- 1
- +
- v
- s cocorb p v-1 c0wrb BC-D
- seltcor
- 2c
- e
- cu+ v- coco sb = l:m
- ubi mHl,
- nCF = lb+ cocVb
- M -l lnon est minor unituse Ergo n- l= m n+c seu m-ntH
- pH Caco 1O cant
- v acoco uc
- ubi B psas esse 0. Ergo cnrc +C= 1,v+cd ob
- e C BY(C4
- et
- cuci
- t+s
- v C
- e
- a
- s r
- tao
- n’est sevel inte
- totovb
- = C(n+D
- eens quant lunet
- Si v-cocorb sit minus quam
- nuc 1.
- fiet p- 10co 1b + e = 1. sed e est minusqum
- n
- quam l. et V est majus quam acdrb
- B DP+ cocorb Eit C+ f = e + co corb
- +∞ cocor = 1+CI
- s
- v idcorb
- s V = 1+C+f -e Sed t est majo. quam e
- sit
- Ergo 20p +1+C, rarjus crvr v= 1- C L cocorb
- = c + f-c0corb, fit 1 = e+ cocorb = c + F = tocd S6
- 1 2 coco bB c + f +C - 1. seu si f. stC
- unde s
- S
- p
- ut fili
- ft 2c0cd Sb AC
- emonstratur pay. Seq
Cite
Leibniz-Handschriften zur Mathematik LH 35, 4, 3, fol. 25v. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 73). https://leibnizlegible.com/page/00068000:0050?run=73