Newton, Isaac, Philosophia naturalis principia mathematica, 1713

Table of figures

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1ITXPGXAZad ATcub,erit angulus GPg(ſeu Inclinationis
horaria Variatio) ad angulum 33″.
10′. 33iv, ut ITXAZXTG
X
(Pp/PG)ad ATcub. q.EI.
Corol.1. Si ad Nnerigatur perpendiculum TF,ſitque pM
motus
horarius Lunæ in plano Eclipticæ; & perpendicula pK, Mk
in
QTdemiſſa & utrinque producta occurrant TFin H& h:
erit
ITad ATut Kkad Mp,& TGad Hput TZad AT;
ideoque
ITXTGæquale (KkXHpXTZ/Mp), hoc eſt, æquale areæ
HpMhductæ in rationem (TZ/Mp): & propterea Inclinationis Varia­
tio
horaria ad 33″.
10′. 33iv, ut HpMhducta in AZX(TZ/Mp)X(Pp/PG)
ad
AT cub.
Corol.3. Proinde in dato Nodorum ſitu, Variatio mediocris
horaria
, ex qua per menſem uniformiter continuata Variatio illa
menſtrua
generari poſſet, eſt ad 33″.
10′. 33iv, ut AZXTZ
X
(Pp/PG)ad 2 ATq,ſive ut PpX(AZXTZ/1/2AT)ad PGX4AT,id

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