Philosophical Transactions, Giving Some Account of the Present Undertakings, Studies, and Labours of the Ingenious, in Many Considerable Parts of the World, Volumes 34-36C. Davis, Printer to the Royal Society of London, 1964 |
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Pagina 383
... Proportion of the Velocity , would arife either out of Nothing , or ( according to Mr. Leibnitz's Philosophy ) out of fome * Which is just like the Suppofition made by those Mathematicians , who have taken it for granted , that is equal ...
... Proportion of the Velocity , would arife either out of Nothing , or ( according to Mr. Leibnitz's Philosophy ) out of fome * Which is just like the Suppofition made by those Mathematicians , who have taken it for granted , that is equal ...
Pagina 384
... Proportion , or as the Square of any Caufe ; ' tis al- ways either because there are two Causes acting at the fame ... Proportion to the Velocity of its Motion ; because , in Proportion to its Velocity , it is refifted by a greater ...
... Proportion , or as the Square of any Caufe ; ' tis al- ways either because there are two Causes acting at the fame ... Proportion to the Velocity of its Motion ; because , in Proportion to its Velocity , it is refifted by a greater ...
Pagina 434
... Proportion of the Degrees of a great Circle to those of the Parallel of Paris will by a Table of Sines be found to be as I to .6580326 . Whereas ac- cording to Mr. de Lifle , that Proportion is only as 20 to 15 , or as I to.75 . The ...
... Proportion of the Degrees of a great Circle to those of the Parallel of Paris will by a Table of Sines be found to be as I to .6580326 . Whereas ac- cording to Mr. de Lifle , that Proportion is only as 20 to 15 , or as I to.75 . The ...
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Veelvoorkomende woorden en zinsdelen
Account acido acidum adhuc alfo alſo Altitudo Anno Domini appear Aurora Borealis becauſe Cafe Camphire Caufe Cauſe Coefficient Colour confequently confiderable defcribed Degrees Diſtance Eclipfes ejufmodi Equation etiam Experiments faid fame fecond feems feen felf feveral fhall fhew fhould fince firft firſt fixum fmall foliis folio fome fometimes Force fuch fufficient funt fuppofed greateſt hæc hath Height Hipparchus igne Inches incipit Inftrument laft laſt leaſt lefs likewife limbus Lisbon Lunæ meaſured Menfis modo moft moſt Motion Mountains muft muſt Number Obfervationes Obfervations Occafion Place pofitive prefent Propofition pulmonary Vein Purpoſe quæ quam Quantities quod quoque raiſed Rays Reaſon rife Roots Sal Alcali ſeems ſeveral Sir Hans Sloane Sir Ifaac ſmall Solis Star Subſtance Surface tamen tartari thefe themſelves theſe thofe thoſe Umbra uſe Vapour Veffel Velocity verò Water Weft whofe whoſe