Marci of Kronland, Johannes Marcus
,
De proportione motus, seu regula sphygmica ad celeritatem et tarditatem pulsuum
,
1639
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onalis minor qua
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qs:
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quia verò ſinus
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rs
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eſt maior arcu
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sq
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per Lemma 4. minor autem arcu
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ts,
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erit arcus
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ts
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multò
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major arcu proportionali: poſito ergo perpendiculo
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ab
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<
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in
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s,
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perpendiculum
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ad
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necdum eſſe poteſt in
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t.
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Quod
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idem de quouis alio puncto oſtendemus. </
s
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<
s
id
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N12677
">Quia ergo
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perpendiculum
<
expan
abbr
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neq́
">neque</
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; propiùs concurrere,
<
expan
abbr
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neq́
">neque</
expan
>
; præcur
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lb
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rere poteſt, concurret neceſſariò in
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emph
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t.
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emph.end
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Poterit eadem ra
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tio in hunc modum fieri: motus ſe habent ut ſinus
<
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abbr
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atq́
">atque</
expan
>
;
<
lb
/>
horum interualla, ſeu arcus ſinubus intercepti: hæc au
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/>
tem interualla continuò fiunt minora, in puncto verò
<
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/>
<
emph
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t
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nulla: igitur & motus continuó minori, in puncto ve
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rò
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italics
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t
<
emph.end
type
="
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nullo
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abbr
="
abſiſtũt
">abſiſtunt</
expan
>
interuallo, Quòd ſi aſſumantur plura
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puncta
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b.d. f.h.k.m.
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&c. eadem vià oſtendemus ex omni
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bus ſimul recurrere in
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t
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: ſicuti enim ex
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b
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&
<
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d,
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ita ex
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d
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="
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&
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f,
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<
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& ex
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="
italics
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f
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&
<
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b, et
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ex
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h
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&
<
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k
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&c. æqualis fit recurſus. </
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<
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id
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">Perpen
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diculum ergo ex
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b
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&
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d
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æqualiter recurrens recurret
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<
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abbr
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quoq́
">quoque</
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>
; æqualiter ex
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b
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emph.end
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&
<
emph
type
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f
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&
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emph
type
="
italics
"/>
h
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&
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k
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&c. </
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Propoſitio XXV.
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Excurſus perpendiculi in eodem circulo à lineà ſtationis ſunt in
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ter ſe æqualis.
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<
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">QVia (in fig: 8.) velocitas in
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eb
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velocitati in
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fb,
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&
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velocitas in
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emph
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cb
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eſt æqualis velocitati in
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db
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per prop.
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20. eſt
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autẽ
">autem</
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velocitas in
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eb
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type
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ad
<
expan
abbr
="
velocitatẽ
">velocitatem</
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>
in
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emph
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cb,
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emph.end
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ut arcus
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e
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