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# Title: Leibniz-Handschriften zur Technica LH 38
# Folio 288v, page id 00068537:0578
# Original at the GWLB: https://digitale-sammlungen.gwlb.de/resolve?id=00068537&page=578
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b. supp. 4.
200. 12
Radus aequatario est comunio sectio
plani aequatorio, et plane duetriper Htylum
et substylarem, hoc est per aectas AB, BP.
sit radmo aequatorio recta v.g. A, quae
d
juxta definitionem duita sit in plano aequas
torio ab apice Htylitad intersectionem aqui
3F
noctialio cum substylari; quam suppono
fieri in puncto guodem substylario, 0.
siis positio cum raduo aequatorio, AD, sit
B.
tum in plano cequatorio, tum in plano ducto
per stycum et substylarem, cum ipoarum
puncta A, O, connectat; erit igitur idem
cadus A,O. couis sectio utrusque plane,
aequatoris scilrcet et plane duet, per
etgeum et substus earem. C. E. D.
ropoc 13.
Raduco aequatorio AO, parallatuo est
ad rectam, GN, vel ad rectam FM.
2
Cum enim recta GN. sit couis seutro plans
GTN, cum plane trcanguei FD6, quod vel
idem est cum plano aequatoris, vel ipsr
par allelum; sit 1. planum trianguer FD6,
idem eum plano aequatorio. Itaque, cum
3.c.
rcta6 Radius aequatoris AO, et recta GN
2
sint communes sectioneo planorum eorum
ABO, 6TN, sectorum per idem planum aqua
toris; ogitur dictuo eaduo aequatorio A0= eus
est ad rectame 6N; quod est propositum.
2
c.
a. upp. 11.
a. prop. 11.
b. props. B.
copcop. 12.
d. prop. 11.
e. prop. 10.
F. 16. 11. E.
a.