Philosophiæ Naturalis Principia Mathematica
Philosophiæ Naturalis Principia Mathematica
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In our eReader you can find the full English version of the book. Read Philosophiæ Naturalis Principia Mathematica Online - link to read the book on full screen. Our eReader also allows you to upload and read Pdf, Txt, ePub and fb2 books. In the Mini eReder on the page below you can quickly view all pages of the book - Read Book Philosophiæ Naturalis Principia Mathematica
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Ent en,m fpatium illud ad fpatium L defSnZ^l motus totus fub initio ad motus iUius partem amiffanu ^ Lem e 237 } Lemma. L Quantitates differentiis fuk froportionaks^ funt continue proportiona^ les.
Sic A ad ^-B ut B ad Z^-C & C ad C-D &c. & dividen- do fiec ^ ad J5 ut B ad C & C ad D &c. CÌ,E. D.
Prop. IL Theor. IL Si cor pori refiflitur iu ratione ^velocitatisi é^ fola ^i infita per Medi^ am ft ni il are moveatur^ fumamjir antew tempora ccqualia : ^velocita-- tes in principiis fmgìdorum tempon...im jiwt in progrejfione Geome- trica ^ C^ fpatia fmgulis temporibus de/cripta funt ut 'veloci- tates, Cas. I. Divìdatur tempus in particiilas aequales, & fi ipfis partìcularum initiis agat vis refijftcntiis iinpui fu unico, qax fit ut veJocitas, crit decrementum vclocitatis fingulis temporis particu- lis ut eadcm vclocitas. Sunt ergo vclocitates difFerentiis fuispro- portionalcs, & propterca ( per Lem. I. Lib. IL ) continue pro- portionalcs. Proinde fi ex aquali particularum numero compo- nantur tempora quxlibet sequalia, erunt velocitates ipffs tempo- rum initiis, ut termini in progreffione continua, qui per faltum capiuntur, omiilb paffim asquali terminorum intermediorum nu- mero.
What to read after Philosophiæ Naturalis Principia Mathematica?
You can find similar books in the "Read Also" column, or choose other free books by Isaac Newton to read onlineMoreLess
To quickly assess the difficulty of the text, read a short excerpt:
Ent en,m fpatium illud ad fpatium L defSnZ^l motus totus fub initio ad motus iUius partem amiffanu ^ Lem e 237 } Lemma. L Quantitates differentiis fuk froportionaks^ funt continue proportiona^ les.
Sic A ad ^-B ut B ad Z^-C & C ad C-D &c. & dividen- do fiec ^ ad J5 ut B ad C & C ad D &c. CÌ,E. D.
Prop. IL Theor. IL Si cor pori refiflitur iu ratione ^velocitatisi é^ fola ^i infita per Medi^ am ft ni il are moveatur^ fumamjir antew tempora ccqualia : ^velocita-- tes in principiis fmgìdorum tempon...im jiwt in progrejfione Geome- trica ^ C^ fpatia fmgulis temporibus de/cripta funt ut 'veloci- tates, Cas. I. Divìdatur tempus in particiilas aequales, & fi ipfis partìcularum initiis agat vis refijftcntiis iinpui fu unico, qax fit ut veJocitas, crit decrementum vclocitatis fingulis temporis particu- lis ut eadcm vclocitas. Sunt ergo vclocitates difFerentiis fuispro- portionalcs, & propterca ( per Lem. I. Lib. IL ) continue pro- portionalcs. Proinde fi ex aquali particularum numero compo- nantur tempora quxlibet sequalia, erunt velocitates ipffs tempo- rum initiis, ut termini in progreffione continua, qui per faltum capiuntur, omiilb paffim asquali terminorum intermediorum nu- mero.
What to read after Philosophiæ Naturalis Principia Mathematica?
You can find similar books in the "Read Also" column, or choose other free books by Isaac Newton to read onlineMoreLess
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