A Catalogue of the Portsmouth Collection of Books and Papers Written by Or Belonging to Sir Isaac Newton: The Scientific Portion of which Has Been Presented by the Earl of Portsmouth to the University of Cambridge |
From inside the book
Results 1-5 of 7
Page xxi
The whole is too long to set down . The figure which feels the least resistance in the Schol . of Prop . xxxv . Lib . II . is demonstrable by these steps . 1. If upon BM be erected infinitely narrow parallelograms BGhb.
The whole is too long to set down . The figure which feels the least resistance in the Schol . of Prop . xxxv . Lib . II . is demonstrable by these steps . 1. If upon BM be erected infinitely narrow parallelograms BGhb.
Page xxii
If upon BM be erected infinitely narrow parallelograms BGhb and M Nom and their distance Mb and altitudes MN , BG be Mm + Bb given , and the semi sum of their bases be also given and 2 Mm – B6 called s and their semi difference be ...
If upon BM be erected infinitely narrow parallelograms BGhb and M Nom and their distance Mb and altitudes MN , BG be Mm + Bb given , and the semi sum of their bases be also given and 2 Mm – B6 called s and their semi difference be ...
Page xxiii
... then the resistance of the two narrow annular surfaces generated by the revolution of the [ infinitely little lines nN ] and Gg is less then if the intermediate solid bgNM be removed [ along CB without altering Mb , until bg comes ...
... then the resistance of the two narrow annular surfaces generated by the revolution of the [ infinitely little lines nN ] and Gg is less then if the intermediate solid bgNM be removed [ along CB without altering Mb , until bg comes ...
Page xxviii
Est autem IK ad lk ut SK ad Pk , ideoque ( ob infinite parvam SF ) est IK infinite minor quam lk seu Ff , et propterea Ff perpendicularis est ad PK . Quare si jungatur Ef , anguli FEf & FPf , in segmento circuli per puncta P , E , F , f ...
Est autem IK ad lk ut SK ad Pk , ideoque ( ob infinite parvam SF ) est IK infinite minor quam lk seu Ff , et propterea Ff perpendicularis est ad PK . Quare si jungatur Ef , anguli FEf & FPf , in segmento circuli per puncta P , E , F , f ...
Page 2
Part of Newton's method of Fluxions and Infinite Series , with a fragment of the same treatise . ( Holograph . ) 4. Part of a Tract on Fluxions . 5. Some Propositions in Fluxions . [ “ I think this fragment very proper to be published .
Part of Newton's method of Fluxions and Infinite Series , with a fragment of the same treatise . ( Holograph . ) 4. Part of a Tract on Fluxions . 5. Some Propositions in Fluxions . [ “ I think this fragment very proper to be published .
What people are saying - Write a review
We haven't found any reviews in the usual places.
Other editions - View all
Common terms and phrases
1st Edition action additions alchemical alloys angulus answer antimony apogee apparently April authors bismuth Boyle Brewster calculation Cambridge chapters chemical Chronology collection Collins Comet concerning Conduitt containing copy correspondence Curves Draft Edition Edleston English erit experiments extracts Flamsteed Fluxions Fontenelle fragment Geometry given giving Halley infinitely intended interest Invenire John July June Latin lead Leibnitz letter lines Lord Lunae Lunar Theory March Mathematical method MISCELLANEOUS motion motum motus Newton Newton's hand notes observations Oldenburg orbe orbit papers partly Portsmouth prepared Principia printed probably PROP proposed Propositions published quam ratione receipts recipe references refraction relating remarks resistance result Royal Scrap seems Sept sheets spirit sublimate Table Terra tract treatise University Varignon various written
Bibliographic information
| Title | A Catalogue of the Portsmouth Collection of Books and Papers Written by Or Belonging to Sir Isaac Newton: The Scientific Portion of which Has Been Presented by the Earl of Portsmouth to the University of Cambridge |
| Author | Isaac Newton |
| Publisher | University Press, 1888 |
| Original from | the University of Michigan |
| Digitized | 16 Jan 2013 |
| Length | 56 pages |
| Export Citation | BiBTeX EndNote RefMan |