Opera Philosophica Quæ Latine Scripsit Omnia, in Unum Corpus Nunc Primum Collecta Studio Et Labore Gulielmi Molesworth ..
Opera Philosophica Quæ Latine Scripsit Omnia, in Unum Corpus Nunc Primum Collecta Studio Et Labore Gulielmi Molesworth ..
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In our eReader you can find the full English version of the book. Read Opera Philosophica Quæ Latine Scripsit Omnia, in Unum Corpus Nunc Primum Collecta Studio Et Labore Gulielmi Molesworth .. 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 Opera Philosophica Quæ Latine Scripsit Omnia, in Unum Corpus Nunc Primum Collecta Studio Et Labore Gulielmi Molesworth ..
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To quickly assess the difficulty of the text, read a short excerpt:
Atque hinc rursus sequitur angulos altemos quos efiicit recta incidens in duas parallelas, aequales esse, hoc est, (in fig. 4) angulum A G F aequalem esse angulo G F D. Cum enim G F D aequalis sit externo opposito E G B, aequalis quoque erit verticali ejus A G F, qui est ipsi G F D altemus.
III. Angulos intemos ad easdem partes inci- dentis F G aequales esse duobus rectis. Nam anguli ad F, nempe G F C, G F D aequales sunt duobus rectis, sed angulo G F D aequalis est Digitized byCrrOOQlC DE RECT...O, CURVO, ETC. 165 alternus A G F, quare ambo G F C, A G F, qui pars ii.
sunt interni ad easdem partes ineidentis F G, — ^ — - duobus rectis aequales erunt. unYvel^dir IV. Trianguli plani rectilinei tres anguli simul ^^^"^^?* ®* sumpti duobus rectis aequales sunt, et, productorectarumpro- quoUbet latere, angulus extemus duobus intemis p"®**^®** oppositis erit aequalis. Nam lateri cuivis AB (fig. 5) per trianguli plani A B C verticem ducatur parallela, anguli A et B erant alternis suis F, E sequales, et angulus C est communis.
What to read after Opera Philosophica Quæ Latine Scripsit Omnia, in Unum Corpus Nunc Primum Collecta Studio Et Labore Gulielmi Molesworth ..?
You can find similar books in the "Read Also" column, or choose other free books by Hobbes Thomas to read onlineMoreLess
To quickly assess the difficulty of the text, read a short excerpt:
Atque hinc rursus sequitur angulos altemos quos efiicit recta incidens in duas parallelas, aequales esse, hoc est, (in fig. 4) angulum A G F aequalem esse angulo G F D. Cum enim G F D aequalis sit externo opposito E G B, aequalis quoque erit verticali ejus A G F, qui est ipsi G F D altemus.
III. Angulos intemos ad easdem partes inci- dentis F G aequales esse duobus rectis. Nam anguli ad F, nempe G F C, G F D aequales sunt duobus rectis, sed angulo G F D aequalis est Digitized byCrrOOQlC DE RECT...O, CURVO, ETC. 165 alternus A G F, quare ambo G F C, A G F, qui pars ii.
sunt interni ad easdem partes ineidentis F G, — ^ — - duobus rectis aequales erunt. unYvel^dir IV. Trianguli plani rectilinei tres anguli simul ^^^"^^?* ®* sumpti duobus rectis aequales sunt, et, productorectarumpro- quoUbet latere, angulus extemus duobus intemis p"®**^®** oppositis erit aequalis. Nam lateri cuivis AB (fig. 5) per trianguli plani A B C verticem ducatur parallela, anguli A et B erant alternis suis F, E sequales, et angulus C est communis.
What to read after Opera Philosophica Quæ Latine Scripsit Omnia, in Unum Corpus Nunc Primum Collecta Studio Et Labore Gulielmi Molesworth ..?
You can find similar books in the "Read Also" column, or choose other free books by Hobbes Thomas to read onlineMoreLess
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