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1The Mathematical Principles Of Natural Philosophy, Volume 1, Issue 1 (Google EBook)

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H.D. Symonds, 1803 - Mechanics

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2A New Mathematical And Philosophical Dictionary, Comprising An Explantion Of The Terms And Principles Of Pure And Mixed Mathematics, And Such Branches Of Natural Philosophy As Are Susceptible Of Mathematical Investigation

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14

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3The Mathematical Principles Of Natural Philosophy, Volume 3 (Google EBook)

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H.D. Symond, 1803 - Celestial mechanics

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4Mathematical Principles Of Natural Philosophy Optics

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Book Source: Digital Library of India Item 2015.547461 dc.contributor.author: Newton, Sir Isaac dc.date.accessioned: 2015-10-14T17:01:56Z dc.date.available: 2015-10-14T17:01:56Z dc.date.copyright: 1952 dc.date.digitalpublicationdate: 2011/01 dc.date.citation: 1952 dc.identifier.barcode: 04990010027012 dc.identifier.origpath: /data8/upload/0224/294 dc.identifier.copyno: 1 dc.identifier.uri: http://www.new.dli.ernet.in/handle/2015/547461 dc.description.scannerno: Banasthali University dc.description.scanningcentre: C-DAK, Kolkata dc.description.main: 1 dc.description.tagged: 0 dc.description.totalpages: 722 dc.format.mimetype: application/pdf dc.language.iso: Sanskrit dc.publisher.digitalrepublisher: Digital Library of India dc.publisher: Chicago, The University Of Chicago Press dc.rights: Copyright permitted dc.source.library: Dr. Robert Heiling Library, S.m.s.medical College, Jaipur dc.subject.classification: Medical dc.title: Mathematical Principles Of Natural Philosophy Optics dc.type: Print - Paper dc.type: Book

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5Newton's Principia : The Mathematical Principles Of Natural Philosophy (MP3)

Newton's Principia : the mathematical principles of natural philosophy (MP3) From: https://archive.org/details/newtonspmathema00newtrich/page/n333/mode/2up

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6Mathematical Principles Of Natural Philosophy Optics

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Book Source: Digital Library of India Item 2015.126428 dc.contributor.author: Newton, Isaac dc.date.accessioned: 2015-07-03T13:48:59Z dc.date.available: 2015-07-03T13:48:59Z dc.date.digitalpublicationdate: 2013-01-24 dc.date.citation: 1923 dc.identifier.barcode: 99999990340638 dc.identifier.origpath: /data14/upload/0031/468 dc.identifier.copyno: 1 dc.identifier.uri: http://www.new.dli.ernet.in/handle/2015/126428 dc.description.scannerno: 1 dc.description.scanningcentre: North Eastern States Libraries dc.description.main: 1 dc.description.tagged: 0 dc.description.totalpages: 620 dc.format.mimetype: application/pdf dc.language.iso: English dc.publisher.digitalrepublisher: Digital Library Of India dc.publisher: Encyclopedia Britannica,london dc.rights: In Public Domain dc.source.library: Birchandra State Central Library,tripura dc.subject.classification: Pure Science dc.subject.classification: Mathematics dc.subject.keywords: Determination Of Centripetal Force dc.subject.keywords: Method Of First And Last Ratios dc.subject.keywords: Motion Of Bodies In Eccentric Conic Sections dc.subject.keywords: Rectilinear Ascent And Descent Of Bodies dc.subject.keywords: Allractive Force Of Spherical Bodies dc.title: Mathematical Principles Of Natural Philosophy Optics

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7Newton's Principia : The Mathematical Principles Of Natural Philosophy (MP3 - Split Parts)

Newton's Principia : the mathematical principles of natural philosophy (MP3) From: https://archive.org/details/newtonspmathema00newtrich/page/n333/mode/2up

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8The Mathematical Principles Of Natural Philosophy

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Newton's Principia : the mathematical principles of natural philosophy (MP3) From: https://archive.org/details/newtonspmathema00newtrich/page/n333/mode/2up

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9Isaac Newton Mathematical Principles Of Natural Philosophy

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Isaac Newton Mathematical Principles Of Natural Philosophy

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10The Mathematical Principles Of Natural Philosophy

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Isaac Newton Mathematical Principles Of Natural Philosophy

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11[Principia. English]. The Mathematical Principles Of Natural Philosophy. By Sir Isaac Newton. Translated Into English By Andrew Motte. To Which Are Added, The Laws Of The Moon's Motion, According To Gravity. By John Machin ... In Two Volumes. 1729: Vol 2

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[Principia. English]. The mathematical principles of natural philosophy. By Sir Isaac Newton. Translated into English by Andrew Motte. To which are added, The laws of the moon's motion, according to gravity. By John Machin ... In two volumes. 1729: Volume 2 . Digitized from IA40310407-03 . Previous issue: bim_eighteenth-century_principia-english-th_newton-sir-isaac_1729_1 . Next issue: bim_eighteenth-century_histoire-generale-des-d_pomet-pierre_1748_1 .

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  • Language: Middle English

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12The Key To Newton's Dynamics : The Kepler Problem And The Principia : Containing An English Translation Of Sections 1, 2, And 3 Of Book One From The First (1687) Edition Of Newton's Mathematical Principles Of Natural Philosophy

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[Principia. English]. The mathematical principles of natural philosophy. By Sir Isaac Newton. Translated into English by Andrew Motte. To which are added, The laws of the moon's motion, according to gravity. By John Machin ... In two volumes. 1729: Volume 2 . Digitized from IA40310407-03 . Previous issue: bim_eighteenth-century_principia-english-th_newton-sir-isaac_1729_1 . Next issue: bim_eighteenth-century_histoire-generale-des-d_pomet-pierre_1748_1 .

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13The Mathematical Principles Of Natural Philosophy

By

[Principia. English]. The mathematical principles of natural philosophy. By Sir Isaac Newton. Translated into English by Andrew Motte. To which are added, The laws of the moon's motion, according to gravity. By John Machin ... In two volumes. 1729: Volume 2 . Digitized from IA40310407-03 . Previous issue: bim_eighteenth-century_principia-english-th_newton-sir-isaac_1729_1 . Next issue: bim_eighteenth-century_histoire-generale-des-d_pomet-pierre_1748_1 .

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14The Principia : Mathematical Principles Of Natural Philosophy

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[Principia. English]. The mathematical principles of natural philosophy. By Sir Isaac Newton. Translated into English by Andrew Motte. To which are added, The laws of the moon's motion, according to gravity. By John Machin ... In two volumes. 1729: Volume 2 . Digitized from IA40310407-03 . Previous issue: bim_eighteenth-century_principia-english-th_newton-sir-isaac_1729_1 . Next issue: bim_eighteenth-century_histoire-generale-des-d_pomet-pierre_1748_1 .

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15The Mathematical Principles Of Natural Philosophy

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[Principia. English]. The mathematical principles of natural philosophy. By Sir Isaac Newton. Translated into English by Andrew Motte. To which are added, The laws of the moon's motion, according to gravity. By John Machin ... In two volumes. 1729: Volume 2 . Digitized from IA40310407-03 . Previous issue: bim_eighteenth-century_principia-english-th_newton-sir-isaac_1729_1 . Next issue: bim_eighteenth-century_histoire-generale-des-d_pomet-pierre_1748_1 .

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16Newton's Principia. The Mathematical Principles Of Natural Philosophy

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[Principia. English]. The mathematical principles of natural philosophy. By Sir Isaac Newton. Translated into English by Andrew Motte. To which are added, The laws of the moon's motion, according to gravity. By John Machin ... In two volumes. 1729: Volume 2 . Digitized from IA40310407-03 . Previous issue: bim_eighteenth-century_principia-english-th_newton-sir-isaac_1729_1 . Next issue: bim_eighteenth-century_histoire-generale-des-d_pomet-pierre_1748_1 .

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17[Principia. English]. Mathematical Principles Of Natural Philosophy. By Sir Isaac Newton, ... Translated Into English, And Illustrated With A Commentary, By Robert Thorp, ... Volume The First. 1777

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[Principia. English]. Mathematical principles of natural philosophy. By Sir Isaac Newton, ... Translated into English, and illustrated with a commentary, by Robert Thorp, ... Volume the first. 1777.. Digitized from IA40310407-07 . Previous issue: bim_eighteenth-century_a-new-system-of-military_lambart-richard-earl-o_1773 . Next issue: bim_eighteenth-century_a-treatise-on-the-operat_sharp-samuel_1747 .

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18The Mathematical Principles Of Natural Philosophy

By

[Principia. English]. Mathematical principles of natural philosophy. By Sir Isaac Newton, ... Translated into English, and illustrated with a commentary, by Robert Thorp, ... Volume the first. 1777.. Digitized from IA40310407-07 . Previous issue: bim_eighteenth-century_a-new-system-of-military_lambart-richard-earl-o_1773 . Next issue: bim_eighteenth-century_a-treatise-on-the-operat_sharp-samuel_1747 .

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19The Mathematical Principles Of Natural Philosophy

[Principia. English]. Mathematical principles of natural philosophy. By Sir Isaac Newton, ... Translated into English, and illustrated with a commentary, by Robert Thorp, ... Volume the first. 1777.. Digitized from IA40310407-07 . Previous issue: bim_eighteenth-century_a-new-system-of-military_lambart-richard-earl-o_1773 . Next issue: bim_eighteenth-century_a-treatise-on-the-operat_sharp-samuel_1747 .

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20Mathematical Principles Of Natural Philosophy

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Mathematical principles of natural philosophy: Book I: Method of first and last ratios -- Determination of centripetal forces -- Motion of bodies in eccentric conic sections -- Finding of elliptic, parabolic, and hyperbolic orbits from the focus given -- How the orbits are to be found when neither focus is given -- How the motions are to be found in given orbits -- Rectilinear ascent and descent of bodies -- Determination of orbits in which bodies will revolve, being acted upon by any sort of centripetal force -- Motion of bodies in movable orbits; and the motion of the apsides -- Motion of bodies in given surfaces; and the oscillating pendulous motion of bodies -- Motions of bodies tending to each other with centripetal forces -- Attractive forces of spherical bodies -- Attractive forces of bodies which are not spherical -- Motion of very small bodies when agitated by centripetal forces tending to the several parts of any very great body -- Book II: Motion of bodies (In resisting mediums): Motion of bodies that are resisted in the ratio of the velocity -- Motion of bodies that are resisted as the square of their velocities -- Motion of bodies that are resisted partly in the ratio of the velocities, and partly as the square of the same ratio -- Circular motion of bodies in resisting mediums -- Density and compression of fluids; hydrostatics -- Motion and resistance of pendulous bodies -- Motion of fluids and the resistance made to projected bodies -- Motion propagated through fluids -- Circular motion of fluids -- Book III: System of the world (In mathematical treatment): Rules of reasoning in philosophy -- Phenomena -- Propositions -- Motion of the moon's nodes -- General Scholium / Sir Isaac Newton -- Optics / Sir Isaac Newton -- Treatise on light / Christiaan Huygens

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21Sir Isaac Newton's Mathematical Principles Of Natural Philosophy And His System Of The World

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Mathematical principles of natural philosophy: Book I: Method of first and last ratios -- Determination of centripetal forces -- Motion of bodies in eccentric conic sections -- Finding of elliptic, parabolic, and hyperbolic orbits from the focus given -- How the orbits are to be found when neither focus is given -- How the motions are to be found in given orbits -- Rectilinear ascent and descent of bodies -- Determination of orbits in which bodies will revolve, being acted upon by any sort of centripetal force -- Motion of bodies in movable orbits; and the motion of the apsides -- Motion of bodies in given surfaces; and the oscillating pendulous motion of bodies -- Motions of bodies tending to each other with centripetal forces -- Attractive forces of spherical bodies -- Attractive forces of bodies which are not spherical -- Motion of very small bodies when agitated by centripetal forces tending to the several parts of any very great body -- Book II: Motion of bodies (In resisting mediums): Motion of bodies that are resisted in the ratio of the velocity -- Motion of bodies that are resisted as the square of their velocities -- Motion of bodies that are resisted partly in the ratio of the velocities, and partly as the square of the same ratio -- Circular motion of bodies in resisting mediums -- Density and compression of fluids; hydrostatics -- Motion and resistance of pendulous bodies -- Motion of fluids and the resistance made to projected bodies -- Motion propagated through fluids -- Circular motion of fluids -- Book III: System of the world (In mathematical treatment): Rules of reasoning in philosophy -- Phenomena -- Propositions -- Motion of the moon's nodes -- General Scholium / Sir Isaac Newton -- Optics / Sir Isaac Newton -- Treatise on light / Christiaan Huygens

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22Newton's Principia : The Mathematical Principles Of Natural Philosophy / By Sir Isaac Newton ; Translated Into English By Andrew Motte ; To Which Is Added Newton's System Of The World ; With A Portrait Taken From The Bust In The Royal Observatory At Greenwich

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1st American ed., carefully rev. and corr.

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23An Introduction To The Mathematical Principles Of Natural Philosophy: Adapted To The Use Of Beginners; And Arranged More Particularly For The Convenience Of The Junior Students Of William & Mary College, Virginia (Google EBook)

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Shepherd & Pollard, printers, 1822 - Mathematical physics - 144 pages

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24Towards A Necessary Change In The Mathematical Principles Of Natural Philosophy

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Being mathematics a natural language to Mankind and to physics, it must be constantly adapted to our necessities and our natural perception. Then, mathematical concepts are not absolute to reality. Although mathematical theories are constructions of our mind, and the existence of objects in such theories is a matter of consistency or coherence of the theory (this allows us to study them independently of other theories), in physics its not enough that mathematical structures are coherent or consistent, these must have a much more tangible reference to reality. Therefore any mathematical model not necessarily is appropriate in physics. So, what sense has the concept of a point in physics, that elementary notion used to represent the objects of the reality. If we consider that in a good model of reality, the existence of a mathematical object with a physical reference must be equivalent to the possibility of its construction, perception and verification of physical existence, where the refutaction of the non-existence of an object does not necessarily mean that it is possible to find a test of its existence. Then, one obtains that the mathematical language becomes richer in structures, where the point concept is replaced by more intuitive and perceivable concepts. On the one hand, this possibly can lead us to a physics without infinites, and without paradoxes, on the other hand, one restricts the use of mathematics and the use of mental experiments in physics.

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25Sir Isaac Newton's Mathematical Principles Of Natural Philosophy And His System Of The World. Translated By Andrew Moette In 1729. Revised, With An Historical And Explanatory Appendix By Florian Cajori.

Being mathematics a natural language to Mankind and to physics, it must be constantly adapted to our necessities and our natural perception. Then, mathematical concepts are not absolute to reality. Although mathematical theories are constructions of our mind, and the existence of objects in such theories is a matter of consistency or coherence of the theory (this allows us to study them independently of other theories), in physics its not enough that mathematical structures are coherent or consistent, these must have a much more tangible reference to reality. Therefore any mathematical model not necessarily is appropriate in physics. So, what sense has the concept of a point in physics, that elementary notion used to represent the objects of the reality. If we consider that in a good model of reality, the existence of a mathematical object with a physical reference must be equivalent to the possibility of its construction, perception and verification of physical existence, where the refutaction of the non-existence of an object does not necessarily mean that it is possible to find a test of its existence. Then, one obtains that the mathematical language becomes richer in structures, where the point concept is replaced by more intuitive and perceivable concepts. On the one hand, this possibly can lead us to a physics without infinites, and without paradoxes, on the other hand, one restricts the use of mathematics and the use of mental experiments in physics.

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26The Mathematical Principles Of Natural Philosophy

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Superexlibris: arms of Trinity College, Dublin

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27The Mathematical Principles Of Natural Philosophy

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Superexlibris: arms of Trinity College, Dublin

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28The Mathematical Principles Of Natural Philosophy ... Translated ... By Andrew Motte. To Which Are Added Newton's System Of The World; A Short Comment On, And Defence Of The Principia, By W. Emerson. With The Laws Of The Moon's Motion According To Gravity, By John Machin ... (The Preface Of Mr. Roger Cotes To The Second Edition.) (Google EBook)

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29The Mathematical Principles Of Natural Philosophy, Volume 2

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The mathematical principles of natural philosophy, Volume 2

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30The Mathematical Principles Of Natural Philosophy, Volume 1

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The mathematical principles of natural philosophy, Volume 1

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31The Principia : Mathematical Principles Of Natural Philosophy

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The mathematical principles of natural philosophy, Volume 1

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32[Principia. English]. The Mathematical Principles Of Natural Philosophy. By Sir Isaac Newton. Translated Into English By Andrew Motte. To Which Are Added, The Laws Of The Moon's Motion, According To Gravity. By John Machin ... In Two Volumes. 1729: Vol 1

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[Principia. English]. The mathematical principles of natural philosophy. By Sir Isaac Newton. Translated into English by Andrew Motte. To which are added, The laws of the moon's motion, according to gravity. By John Machin ... In two volumes. 1729: Volume 1 . Digitized from IA40310407-03 . Next issue: bim_eighteenth-century_principia-english-th_newton-sir-isaac_1729_2 .

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33Sir Isaac Newtons Mathematical Principles Of Natural Philosophy And His System Of The World

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[Principia. English]. The mathematical principles of natural philosophy. By Sir Isaac Newton. Translated into English by Andrew Motte. To which are added, The laws of the moon's motion, according to gravity. By John Machin ... In two volumes. 1729: Volume 1 . Digitized from IA40310407-03 . Next issue: bim_eighteenth-century_principia-english-th_newton-sir-isaac_1729_2 .

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34Newton's Principia : The Mathematical Principles Of Natural Philosophy

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[Principia. English]. The mathematical principles of natural philosophy. By Sir Isaac Newton. Translated into English by Andrew Motte. To which are added, The laws of the moon's motion, according to gravity. By John Machin ... In two volumes. 1729: Volume 1 . Digitized from IA40310407-03 . Next issue: bim_eighteenth-century_principia-english-th_newton-sir-isaac_1729_2 .

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35Mathematical Principles Of Natural Philosophy Optics

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[Principia. English]. The mathematical principles of natural philosophy. By Sir Isaac Newton. Translated into English by Andrew Motte. To which are added, The laws of the moon's motion, according to gravity. By John Machin ... In two volumes. 1729: Volume 1 . Digitized from IA40310407-03 . Next issue: bim_eighteenth-century_principia-english-th_newton-sir-isaac_1729_2 .

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36Mathematical Principles Of Natural Philosophy

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Book digitized by Google from the library of Oxford University and uploaded to the Internet Archive by user tpb.

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37Mathematical Principles Of Natural Philosophy ..

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38The Mathematical Principles Of Natural Philosophy

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Superexlibris: arms of Trinity College, Dublin

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39A New Mathematical And Philosophical Dictionary, Comprising An Explanation Of The Terms And Principles Of Pure And Mixed Mathematics, And Such Branches Of Natural Philosophy As Are Susceptible Of Mathematical Investigation

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vii, [772] p. 24 cm

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40The Mathematical Principles Of Natural Philosophy

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Superexlibris: arms of Trinity College, Dublin

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41Mathematical Principles Of Natural Philosophy

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Book digitized by Google from the library of Oxford University and uploaded to the Internet Archive by user tpb.

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42The Mathematical Principles Of Natural Philosophy

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43Mathematical Physics: Or, The Mathematical Principles Of Natural Philosophy: With A Development Of The Causes Of Heat, Gaseous Elasticity, Gravitation, And Other Great Pheomena Of Nature

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44Newton's Principia. The Mathematical Principles Of Natural Philosophy

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4, [v]-vii, [9]-581 p. 24 cm

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45Sir Isaac Newton's Mathematical Principles Of Natural Philosophy And His System Of The World : Translated Into English By Andrew Motte In 1729

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4, [v]-vii, [9]-581 p. 24 cm

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46Sir Isaac Newton's Mathematical Principles Of Natural Philosophy And His System Of The World

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47Sir Isaac Newton's Mathematical Principles Of Natural Philosophy And His System Of The World

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4, [v]-vii, [9]-581 p. 24 cm

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1Opticks

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The famous physicist Sir Isaac Newton lectured on optics from 1670 - 1672. He worked on refraction of light into colored beams using prisms and discovered chromatic aberration. He also postulated the corpuscular form of light and an ether to transmit forces between the corpuscles. His "Opticks", first published 1704 contains his postulates about the topic. This is the fourth edition in English, from 1730, which Newton himself had corrected from the third edition before his death. (Summary by Availle)

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2Doctor Johnson: A Play

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The life of Doctor Johnson, told in his own words and (mostly) those of others around him. "Anyone with a teaspoonful of imagination can read this play with pleasure; with two teaspoonsful, I will not be responsible for results. He, or she, may be disappointed, for there is no plot to speak of. But there is talk - about as good talk as has ever been reported, and James Boswell as a reporter has never had an equal. (The Author)" - Summary by ToddHW <BR><BR>Cast list:<BR> ACT 1: <a href=""></a><br> Mr. STEWART: <a href="https://librivox.org/reader/13489">James Thomas</a><br> Mr. MAITLAND: <a href="https://librivox.org/reader/10789">Tomas Peter</a><br> Mr. MACBEAN: <a href="https://librivox.org/reader/7170">alanmapstone</a><br> Mr. LEVETT: <a href="https://librivox.org/reader/13285">Mike Casey</a><br> Dr. JOHNSON: <a href="https://librivox.org/reader/10801">Jim Locke</a><br> A VOICE (MACPHERSON'S): <a href="https://librivox.org/reader/13661">Lynette Caulkins</a><br> Mr. BOSWELL: <a href="https://librivox.org/reader/13072">Campbell Schelp</a><br> A SERVANT (LORD CHESTERFIELD'S): <a href="https://librivox.org/reader/12874">Aaron White</a><br> Mrs. WILLIAMS: <a href="https://librivox.org/reader/13257">Elsie Selwyn</a><br> FRANK (DR. JOHNSON'S COLORED SERVANT): <a href="https://librivox.org/reader/11535">Nemo</a><br> Mr. ALLEN: <a href="https://librivox.org/reader/13577">Adrian Stephens</a><br> Mrs. WOFFINGTON: <a href="https://librivox.org/reader/10087">Sandra Schmit</a><br> BET FLINT: <a href="https://librivox.org/reader/10614">Leanne Yau</a><br> POLL CARMICHAEL: <a href="https://librivox.org/reader/11417">Eva Davis</a><br> Mrs. THRALE: <a href="https://librivox.org/reader/12500">Foon</a><br> : <a href=""></a><br> ACT 2: <a href=""></a><br> Mrs. THRALE: <a href="https://librivox.org/reader/12500">Foon</a><br> JUDSON: <a href="https://librivox.org/reader/10614">Leanne Yau</a><br> Footman: <a href="https://librivox.org/reader/13403">Philip Watson</a><br> RATTLE: <a href="https://librivox.org/reader/11417">Eva Davis</a><br> Miss BURNEY: <a href="https://librivox.org/reader/10179">Sonia</a><br> Mr. MURPHY: <a href="https://librivox.org/reader/12874">Aaron White</a><br> Sir JOSHUA REYNOLDS: <a href="https://librivox.org/reader/7170">alanmapstone</a><br> Mr. GARRICK: <a href="https://librivox.org/reader/10789">Tomas Peter</a><br> Dr. JOHNSON: <a href="https://librivox.org/reader/10801">Jim Locke</a><br> Mr. THRALE: <a href="https://librivox.org/reader/13563">Steven Fellows</a><br> Dr. GOLDSMITH: <a href="https://librivox.org/reader/13577">Adrian Stephens</a><br> General PAOLI: <a href="https://librivox.org/reader/13661">Lynette Caulkins</a><br> Mr. BOSWELL: <a href="https://librivox.org/reader/13072">Campbell Schelp</a><br> Miss MORE: <a href="https://librivox.org/reader/13257">Elsie Selwyn</a><br> Miss STREATFIELD: <a href="https://librivox.org/reader/10087">Sandra Schmit</a><br> Mrs. DELANEY: <a href="https://librivox.org/reader/4174">Availle</a><br> Mr. BARETTI: <a href="https://librivox.org/reader/12428">Pier</a><br> : <a href=""></a><br> ACT 3: <a href=""></a><br> Dr. JOHNSON: <a href="https://librivox.org/reader/10801">Jim Locke</a><br> A SERVANT (Dr. Johnson's): <a href="https://librivox.org/reader/12874">Aaron White</a><br> RATTLE: <a href="https://librivox.org/reader/11417">Eva Davis</a><br> Mrs. THRALE: <a href="https://librivox.org/reader/12500">Foon</a><br> Mr. BOSWELL: <a href="https://librivox.org/reader/13072">Campbell Schelp</a><br> Mr. BARCLAY: <a href="https://librivox.org/reader/10789">Tomas Peter</a><br> Mr. PERKINS: <a href="https://librivox.org/reader/13577">Adrian Stephens</a><br> Miss BURNEY: <a href="https://librivox.org/reader/10179">Sonia</a><br> Miss THRALE: <a href="https://librivox.org/reader/10614">Leanne Yau</a><br> : <a href=""></a><br> ACT 4: <a href=""></a><br> Dr. JOHNSON: <a href="https://librivox.org/reader/10801">Jim Locke</a><br> FRANK (DR. JOHNSON'S COLORED SERVANT): <a href="https://librivox.org/reader/11535">Nemo</a><br> Mrs. DESMOULINS: <a href="https://librivox.org/reader/10087">Sandra Schmit</a><br> Mr. HOOLE: <a href="https://librivox.org/reader/12874">Aaron White</a><br> MARY WOLLSTONECRAFT: <a href="https://librivox.org/reader/13257">Elsie Selwyn</a><br> Sir JOSHUA REYNOLDS: <a href="https://librivox.org/reader/7170">alanmapstone</a><br> Mrs. SIDDONS: <a href="https://librivox.org/reader/11417">Eva Davis</a><br> Dr. BROCKLESBY: <a href="https://librivox.org/reader/10789">Tomas Peter</a><br> Mr. WINDHAM: <a href="https://librivox.org/reader/13577">Adrian Stephens</a><br> Miss BURNEY: <a href="https://librivox.org/reader/10179">Sonia</a><br> Mr. BURKE: <a href="https://librivox.org/reader/13563">Steven Fellows</a><br> YOUNG GIRL: <a href="https://librivox.org/reader/10614">Leanne Yau</a><br> Stage Directions and Editing: <a href="https://librivox.org/reader/6754">ToddHW</a>

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3Observations Upon the Apocalypse of St. John

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While Isaac Newton is most known today for his research in physics, during his own life he was also well-known for his religious scholarship. Engaging in intensive research on Christian history, theology, and the Bible, Newton cared deeply about understanding his faith. Among Newton's writings are those on prophecies described in the Bible. Here, he analyzes the last book of the New Testament - Revelation AKA the Apocalypse of St. John - in order to gain an understanding of the world's end times. He seems especially interested in tracking how post-Jesus Roman history compares with the events described in Revelation. Observations Upon the Apocalypse of St. John was posthumously published in 1733, as part of Newton's larger work on Bible prophecy. (Summary by Adam Bielka)

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  • Total Time: 02:33:54

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4Authentic Narrative of Some Remarkable and Interesting Particulars in the Life of John Newton

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John Newton, best known for his hymn "Amazing Grace", for his former life as a slave trader and as eventual opponent of the slave trade in Britain. These 14 short letters cover his early life to about 1755 and are filled with his Christian reflections on the events of his life. Letter 5 contains Newton's description of his life under Amos Clowe, an enslaver, who gave him to his wife as a servant. It is worth noting that this collection was published in 1764 and Newton did not publish his scathing pamphlet Thoughts Upon the Slave Trade until 1788 and thus his letters focus on his life as a "an infidel and libertine" (Newton's own description) than on the institution he later condemned. - Summary by InTheDesert

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  • Number of Sections: 15
  • Total Time: 03:30:14

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5Messiah: Fifty Expository Discourses on the Oratorio of Handel

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The celebrated German-British composer G.F. Handel premiered his now famous oratorio "Messiah" in 1742. In 1785 there was a celebration at Westminster Abbey of Handel's birth 100 years before. It was on this occasion that John Newton decided to preach 50 sermons from the Bible passages that form the libretto (by Charles Jennens) of Messiah. The sermons were preached over two years in the Parish Church of St. Mary Woolnoth, Lombard-Street - 3 miles from Westminster Abbey. - Summary by InTheDesert

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  • Number of Sections: 50
  • Total Time: 20:36:20

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6Apologia

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Four Letters to a Minister of an Independent Church by a Minister of the Church of England<br> Quid me alta silentia cogis rumpere? - Virgil ("Why force me to break the deep silence?")<br><br> Let us therefore follow after the things which make for peace, and things wherewith one may edify another. For in Jesus Christ, neither circumcision availeth any thing, nor uncircumcision; but faith which worketh by love — Rom. xiv.19 Gal. v.6<br> First printed in 1764 - Summary by Title Page

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  • Number of Sections: 4
  • Total Time: 01:36:57

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7Double Crossed

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Clement Seadon is a young man of free spirit and a lust for a life of independence. However after receiving an odd request from a lawyer he is compelled to involve himself in the prevention of a dangerous plot to swindle an heiress. - Summary by Howard Skyman

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  • Number of Sections: 27
  • Total Time: 06:40:38

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8Forty-One Letters on Religious Subjects

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Among the excellences which appear in all the published letters of Newton, we may mention:<br>In the first place, the grand design — the high and holy object which he seems to propose in all he speaks and writes, and which never seems absent from his mind. Another trait in Mr. N’s. character as a letterwriter, and which imparts great interest as well as utility to his writings, is, his knowledge of human nature, and his close observation of men and things. There is in Newton’s letters, a style and manner of composition admirably suited to the nature and objects of epistolary communications. But that which forms the most prominent feature in the charter of these letters is the uncommon degree of experimental knowledge of the power of godliness, which they every where exhibit. - Summary by E.P. Swift

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  • Number of Sections: 41
  • Total Time: 07:49:33

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9Review of Ecclesiastical History

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A Review of Ecclesiastical History, so far as it Concerns the Progress, Declension, and Revivals of Evangelical Doctrine and Practice ; with a Brief Account of the Spirit and Methods by which Vital and Experimental Religion Have Been Opposed in all Ages of the Church - Summary by Title Page

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  • Total Time: 10:27:31

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