Philosophiae naturalis principia mathematica . PRINCIPIA MATHEMA-TICA. 3^7 Corol. X. Et undarum majorum vel minorum ve- Liberlocitas augebitur vel diminuetur in fubduplicata ra- Secundus;tione iatitudinis. lA^c ita fe habent exHypothefi quod partesaquagreiSa afcendunt vel refta defcendunt ; fed afcenfus& defcenfus ille verius fit per circulum , ideoquetempus hac Propofitione non nifi quamproxime de-finitum efle affirmo. PROP. XLVII. THEOR. XXXVII. Pulfihus per Flutdum propagaUs ^fmguJce Flu}-dt partlculie, motu reciproco hrevifjimo eun-tes ^ redeuntes, a,&c. pulfuum fuccefilvorumaiquales dilla

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Philosophiae naturalis principia mathematica . PRINCIPIA MATHEMA-TICA. 3^7 Corol. X. Et undarum majorum vel minorum ve- Liberlocitas augebitur vel diminuetur in fubduplicata ra- Secundus;tione iatitudinis. lA^c ita fe habent exHypothefi quod partesaquagreiSa afcendunt vel refta defcendunt ; fed afcenfus& defcenfus ille verius fit per circulum , ideoquetempus hac Propofitione non nifi quamproxime de-finitum efle affirmo. PROP. XLVII. THEOR. XXXVII. Pulfihus per Flutdum propagaUs ^fmguJce Flu}-dt partlculie, motu reciproco hrevifjimo eun-tes ^ redeuntes, a,&c. pulfuum fuccefilvorumaiquales dillantias ; %^ B Cplagam motus pulfuum abA verfus B propagati ; E^lcF, G punfta tria Phyfica Me-% dii quiefcentis, in refta ^ Cad sequales ab invicem di-ftantias fita ; Ee^ Ff^ Gg,fpatia aequalia perbrevia. perquas pundla illa motu reciproco fingulis vibratio-nibus eunt & redeunt; e, <p, y loca quaevis inter-media eorundem punftorum; 8c E F,

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