Barrow, Isaac, Lectiones opticae & geometricae : in quibus phaenomenon opticorum genuinae rationes investigantur, ac exponuntur: et generalia curvarum linearum symptomata declarantur

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[111.] _Theor_. VI.
[112.] FINIS.
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page |< < (127) of 393 > >|
145127
PAg. 3. lin. 25 luce. (præſente, leg. luce (præſente p4, l 21, deſceptatur l diſceptatur
ib
.
l 31, valeat, id l valeat id p5, l 31, toto l tota, p 6, l 23, dici l dicitur, p 11,
l
10, allas l alias, p 13, l 27, proximo l proximos, p 14, l 12, contraniſmum
l
contraniſum, p 14, l 16, effectant l affectant, p 15, l 14, nobile l mobile, p 16,
l
20, in quæ l in iis quæ, p 17, l 3, ſubſtracto l ſubſtrato, p 17, l 5, citentur fig 10,
p
17, l 20, fig 12 l fig 11, p 18, l 11, fig 13 l fig 12, p 19, l 17, tranſmitti l tranſ-
mittit
, p 22, l 21 πρθλεπτικῶς lπροληπτικῶς, p 23, l 6, incidentes (radios l inci-
dentes
@adios, p 23, l 19, SB protracta lSB (protracta, p 28, ambages.
I. De-
monſtratæ
proſtant l ambages demonſtratæ proſtant.
I. Ut in Parabola, p 29,
l
25, citentur fig 29, p 29 l 20, puncto divergentium tanqu@m l puncto divergen-
tium
radiorum reflexi rurſus divergunt tanquam, p 29, l 32, ſuo l ſeu, p 32, l 10,
fig
34, 35 deleatur, &
citentur ad lineam 31, p 33, l4, citentur fig 36, ibid. l 6,
citentur
fig 37 &
38, p 38, l 28, I q. R. AB. @ lIq. R. & AB. T p 40, l17,
Sc
l Si, ib.
l33, quoquam l quaquam, p 41, l 24, abeoque l adeoque, p 45, l7,
reciſſimi
l rectiſſimi, ib l8, propriores l propiores, p 47, l 24, reſignare l deſignare,
p
48, l1, Z 2, l2.
ib. l 12, Nocetur ſi ſuerit HNP l Notetu ſi fuerit HN @,
p
57, l4, ejuſce l cn uſce, p 65, l4, exiſtimari l exiſtimare, ib.
l22, ipſe l eſſe, p 67,
l
13, interjaceret l interjacet, p 70, l 3, poſteribus l poſterioribus p 71, l 32, Ad-
verſatur
l Advertatur, p 71, l 15, γ S γ v l γ S.
γ v. p 78, l1, in eodem leo-
dem
, p 89, l 25.
ratiori l rariori, p 90, l 17, expanſem l expenſam, p 95, l 14,
relect
onibus l reflectioni@us, ib.
l 40, Sinus l Simus, p 96, l 3, ſimplicimè l ſimpli-
ciſſime
, p 97, l8, quæſitam l quæſitum, p 105, l 28, Poſito l Poſitio, p 112, l 26,
admodum
l ad modum.

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