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# Title: Erhardi Weigelii Sacrae Caesar. Maiest. ut & Com. Pal. Sultzb. Consiliarii, Supr. Artium Archit. Directoris Saxo Ien. Mathemat. PP. totius Academiae Senioris, Philosophia Mathematica (shelfmarks Leibn. Marg. 65; ZEN Leibn. Marg. 65)
# Folio 258, page id 79876922X:0758
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DE INVESTZGATIONE
memorum disjunctum sic; ficluciali tamen jure
probabiliter deliberancibus, praesumitur equali.
C45. SuppOnaUS dSICuE DEa laterum simI
sumta aequarr Do hyvocenulae: Cumque dis-
junctic dacitermem alterius nos indueat, uE quo-
adhypotenula Cicum, tanquam terminum alte.
rum, mediremur devisionem in duas Partes, Gua
rum unaum membro, altera alterrmembro, ter
mins prioris, astignetus aqualis; consilium Cal-
cempraejudiciale capien dum elt, qua rarione di
vilio heri possit, ve spes sic, aequalicatem utrobi.
quepeream obcineripose.
Cium autem in ipsoDtohypotenulae, quod
uniformiter se habet in se, nullum inventamus
princixium adtalem dirisionem idoncam: ase,
respiciamus acextra, quaramusque principium
aliguod uccigue membro cermini prioris com-
mune, cum ucriusquerespectu divisio fieri deba.
ac. FFocce) Solum exunicum hic hubhac con-
ditione se oRert punctum rectansulare, quod
alias inhocnesorio principatum obtinet. Du-
cargus isitur ab hoc princto A. per Crum hy-
potenula dirisiram rectam. Sed quomodo:
Obliquere an recte, ad troncem vel Balin Oti.
C
erarosatiram iplojure tenet recticudo, qua lI.
rout etiam AC, uE Parallela reddatur linea divisi-
a lateribuseti, Faciatque duo rectanoula, (cil.
Datalleloeramma, tanquam partes, hypocenusa
vocenciam complentes, heque linea A L HI. Pen-
 diritione cermini eriam aleerilis prodiriso
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