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Principa Mathematica

By: Isaac Newton

...US, afkonomiae & philofophia experimentalis prokffor Flamianw. IN N e&time hacce tertid ) qtlam Henricus Pemberton IV. Il. vh harum rerum pcritz... ... de pofitione re&z ST, quae aream ATS’ abfcindat vera3 proximam. Jungatur OF, & ab A et T ad afymptoton agan- tur JI I, TK afymptoto alteri paralle... ... zquales G H Sr S& Ut d -&!$G, five (per coral, prop. L.) ut d$$&. Itaque of& lationes in globis & cycloidibus omnibus, quibufcunque cum viri- bus ... ...vel quod perinde eit, cape R r aequalem - . N ’ & projec- SE’;:B,~DK,~. time ternpare Zl RTG perveniet ad pun&urn r, defcribens curvat~~ lineam Dr... ...get fpiralem, ideoque perpendi- culariter fecabit re&am .OT. Fiet igitur OF’ diameter circuli hujus,’ & angulus 0 SF in femicirculo re&us. g E. 2)... ...ones ills inter 23Fq-T.& 8~ EFq, interque EFq 8~ EFq - -;T& accedent ul- time ad rationes zqualitatis. Et propterea velocitas circehi ea .nunc erit... ... igitur vi illa, qua retinetur in orbe, cadendo ia aerram, rempore minuti units primi defcribet pedekI+7706353. Et; augendo.hanc vim in ratione 178$... ...lobzs ferri candentis digiturn unum Iatus, calorem fanm omnem fpatio how units in a& eonfiitens vix amitteret. Globus antem majot calorem diutius c...

...Philosophiæ Naturalis Principia Mathematica, Latin for "Mathematical Principles of Natural Philosophy", often referred to as simply the Principia, is a work in three books by Sir Isaac Newton, first published 5 July 1687. Newton also published two further editions, in 1713 and 1726. The Principia states ...

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