Leibniz-Handschriften zur Mathematik LH 35, 13, 2a, fol. 18v
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: 0.81.
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The machine reads it as
- = XX + ab. sit (XD. + ab = (X∞ + 2XZ
- d
- et X = ab - Z23:
- L: 22
- 2
- et y = X+Z = ab-
- yy = ab aabb +7 +-2ab
- Etsi
- e
- + a
- seu in formula.
- non sit X + lab = X- Vab seu in valore ipsius y
- sen in formula
- xxta
- a non habeat duas radices aequales; tamen an formula
- explicando X per ab =- Z23: 2Z reperitur, formula rata
- ex Xx+ ab, ho accepere plures radices aequales
- ipsius XX+ab, radices sunt X + Vab, et X- fab, fiat
- X = ab -ZZ . 22, et rebet esse are an ergo
- sit fit ab - 7Z + fab, quae quidem non est = ab - 2Z - vab
- 22
- a Sed videndum tamen en prodent.
- aequaliba secundin innfit us. sed prodit tamen in formula
- duplex aqualitas radicum secundum Z.
- jonq + naZ + 12aa: 20X +2a
- aaGy = aX, X b, XC XX N= L
- +H. 11aaZ+ 2. 11. 122Z + 12. 12a
- xaaygrax, Xxtbx tac =aX, 18Z +3101 a2+210. 12422
- se formula si Numeruor est formulo habens duasa
- radees aequales, licebit maltiplicare conside +10. 20673 + 11. 204b
- care, ul aequationem, et mulliplicare per
- 0, 1, 2 (3, 4, fietu 2 1 0 a1 =2
- fint 2. 10. 10ZY + 2. 101147 D - 2. H. 12a
- 13. 20ag bZ
- Puatur
- a 10. 10623
- 30x + ZIRX + 32aaXX-
- H. danb
- 410. 2 ab2Z 4+ 11. 21. aabZ +13. 2ab
- +WaC ZZ +2. 20. 4 (y + 21. 21aC
- 20.2023+ 2. 2. 21aZ 4 21. zaa
- = 2. 12 12
- 2. 20. aiicZ - 2. 2. 214b (2
- 5
- = 2. 21. 7aCD
- Alibo deprehendi
- hoc non procedere
- B_X + 24F . 0 multiplicundo progressione
- huchmetica Cd, 1, 2,3, 4, sifiet 1. 31 ap + 2. 32aa XX + 33aX+34a0
- et cursus per 4,3, 21,
- Et ila taldem lollatur X;
- ut dividamue
- fidr
- 3 4. 30 X3+ . 31a XX + 2. 32 aaX + 1. 33a=0
- E sed in fallor melius erit ad scopum nostessto
- 10X+ 1aX3, 12a AXX +Ba X + 14, deit XXFZN
- per duc hatrua
- Item ut dividamus Wx FnAXF hCIX ABaX HGxXSaXH per XI. B
- Jonctatum ab 2BXX + ZaX + 23aa; et ila porro; ubi nihil referta qua
- parte intipiamus.
- 2
Cite
Leibniz-Handschriften zur Mathematik LH 35, 13, 2a, fol. 18v. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/00068197:0036?run=74