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

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[91.] Series nona.
[92.] Not.
[93.] Series decima.
[94.] Series undecima.
[95.] Not.
[96.] Series duodecima
[97.] Series decima tertia
[98.] Not.
[99.] Laus DEOO ptimo Maximo. FINIS.
[100.] ERRATA
[101.] Addenda Lectionibus Geometricis.
[102.] _Probl_. I.
[103.] _Probl_. II.
[104.] _Probl_. III.
[105.] Addenda Lectionibus Geometricis.
[106.] _Theor_. I.
[107.] _Theor_. II.
[108.] _Theor_. III.
[109.] _Theor_. IV.
[110.] _Theor_. V.
[111.] _Theor_. VI.
[112.] FINIS.
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_Theor_. I.
Sit _m_ numerus quicunque, poteſtates exponens; ſi ponatur
DG
{_m_ - 1/} x TG = GL {_m_/}, erit DG {_m_/} + GL {_m_/} maximum, ſeu
majus
quam D γ {_m_/} + γ λ {_m_/}.
_Theor_. II.
Itidem ſumpto numero _m_, ſi ponatur BL {_m_ - 1/} x TL = GL {_m_/};
erit GL {_m_/} + BL {_m_/} maximum ſeu majus quam γ λ {_m_/} + B λ {_m_/}.
_Theor_. III.
Sint numeri quilibet _m_, _n_; ſi ponatur _m_ x TG = _n_ x DG , erit
DG
{_m_/} x GL {_n_/} maximum, ſeu majus quam D γ {_m_/} x γ λ {_n_/}.

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