JB/135/107/001: Difference between revisions

Transcribe Bentham: A Collaborative Initiative

From Transcribe Bentham: Transcription Desk

Find a new page to transcribe in our list of Untranscribed Manuscripts

JB/135/107/001: Difference between revisions

Cziaarm (talk | contribs)
No edit summary
BenthamBot (talk | contribs)
No edit summary
 
(3 intermediate revisions by 2 users not shown)
Line 3: Line 3:
<!-- ENTER TRANSCRIPTION BELOW THIS LINE -->
<!-- ENTER TRANSCRIPTION BELOW THIS LINE -->


<head>1831 May 21</head> <note>ult<lb/>II Morphoscopics<lb/>S. Media of demonstration &amp;c<lb/>
<head>1831 May 21<lb/>
Euclid</note><lb/><head>Posology</head><lb/><gap/> Superseded this page but consultable. (5)
Posology</head>


<p>Of these same <unclear>mention</unclear> of effectuation called in English Postulates<lb/>
<note>ult<lb/>
or Petitions, <add>(a)</add> Euclid in his Elements gives <hi rend="underline">three</hi>, and no more<lb/>
II. Morphoscopics<lb/>
than three. <add>In the words of Stone's translation of Euclid</add> In the <gap/> in which he exhibits them they are these</p>
§. Media of demonstration &amp;c.<lb/>
Euclid</note>


<p>1 Postulate. The <add>first </add>Gra<gap/> that <hi rend="underline">a right line</hi> may be drawn from any one<lb/>
<p>☞ Superseded this page but consultable.(5)</p>
 
<p>Of these same motions of effectuation called in English Postulates<lb/>
or Petitions,<add>(a)</add> Euclid in his Elements gives <hi rend="underline">three</hi>, and no more<lb/>
than three. <add>In the words of Stone's translation of Euclid</add> In the writings in which he exhibits them they are these.</p>
 
<p>1. Postulate. 1. The <add>First</add> Great that <hi rend="underline">a right line</hi> may be drawn from any one<lb/>
point to another point.</p>
point to another point.</p>


<p>2. Postulate the second. That a <hi rend="underline">finite right llne</hi> may be continued<lb/>
<p>2. Postulate the second. That a <hi rend="underline">finite right line</hi> may be continued<lb/>
directly forward.</p>
directly forward.</p>


<p>3. Postulate the third. That a circle may be described from <gap/><lb/>
<p>3. Postulate the third. That a circle may be described framing<lb/>
centre to any distance</p>
centre to any distance.</p>


<p>After this string this short string of postulations, comes one<lb/>
<p>After this string this short string of postulations, comes one<lb/>
four times as long of axioms "Con<gap/> Notices as Axioms" that are<lb/>
four times as long of axioms 'Common notions or Axioms' they are<lb/>
stated in Stones translation) 12 in number.</p>
<sic>stiled</sic> in Stones translation 12 in number.</p>


<p>Note, that in the natural order of things <gap/> of<lb/>
<p>Note, that in the natural order of things motions of<lb/>
<hi rend="underline">axiom</hi> should have come from. <del>Not</del> St<gap/> Nature and not<lb/>
<hi rend="underline">axioms</hi> should have come first. <del>Not</del> Natural nature and not<lb/>
thence Nature when,but all animated Nature is <del><gap/></del> passive,<lb/>
thence Nature alone, but all animated Nature is <del><gap/></del> passing<lb/>
before it is in any direction or manner active<add><gap/></add>: We can see<lb/>
before it is in any direction or manner <add>voluntary</add> action: We can see<lb/>
many things <del>before we are</del> <add>before</add> when we can do <gap/> any thing:<lb/>
many things <del>before we are</del> <add>before</add> when we can do scarce any thing:<lb/>
A child just born has some perception of surrounding objects, before<lb/>
A child just born has some perception of surrounding objects, before<lb/>
it can do any thing to help itself.</p>
it can do any thing to help itself.</p>


<p><del>Alloy</del> As to his <hi rend="underline">Postulates</hi>, altogether incomplete as<lb/>
<p><del><gap/></del> As to his <hi rend="underline">Postulates</hi>, altogether incomplete as<lb/>
well as indistinct <del>run</del> in this occasion must his views<add>view</add> of the<lb/>
well as indistinct <del>run</del> on this occasion must his views <add>view</add> of the<lb/>
subject be <unclear>confessed</unclear> to be: But, of this observation, Sir</p>  
subject be <unclear>confessed</unclear> to be: But, of this elsewhere, Sir.<p>  
<p><del>Let in cases</del> On the present occasion, for the present purpose,<lb/>
<p><del>Let in cases</del> On the present occasion, for the present purpose,<lb/>
let us take in hand his circle.</p>
let us take in hand his circle.</p>


<p>He speaks as if, for <gap/> at the <hi rend="underline">impress</hi>ion and<lb/>
<p>He speaks as if, for coming at the <hi rend="underline">impression</hi> and<lb/>
correspondent <gap/>, <del>to</del> with which the denomination <gap/></p>
correspondent idea, <del>to</del> with which the denomination assumed</p>
<p>The word <hi rend="underline">circle</hi>:, this was but this one way or method namely<lb/>
the word <hi rend="underline">circle</hi>: this was but this one way or method namely<lb/>
the making use of a <del>line</del> right line with one end <add>the point at</add> of it <sic>fixt</sic><lb/>
the making use of a <del>line</del> right line with one end <add>the point at</add> of it <sic>fixt</sic><lb/>
which every other part is turning round, are thus producing the surface<lb/>
which every other part is turning round, are thus producing the surface<lb/>
which has for its boundary line the recurrent line called a <hi rend="underline">circumference</hi> </p>
which has for its boundary line the recurrent line called a <hi rend="underline">circumference</hi>.</p>
 
<note>But the truth is that<lb/>
<note>But the truth is that<lb/>
for the production of the<lb/>
for the production of the<lb/>
Line 48: Line 56:
same dimensions in the<lb/>
same dimensions in the<lb/>
one case as in the other<lb/>
one case as in the other<lb/>
there are two different ways, correspondent to <gap/> the <gap/> for one another: both of them in use to be un<gap/>ged by Geometricians. And how come in 1 <gap/>ing belongs to the<lb/>
there are two different ways, correspondent to and the reverse for one another: both of them in use to be employed by Geometricians. And here comes in 1. extent belonging to it<lb/>
<gap/> the <gap/> modes of products. For applied to <del><gap/></del> the subject matter <del>of</del> Posology namely analysis or say <gap/>position and Synthesis  <gap/> <gap/> []</note><lb/>
&#x2014;to the two modes of proceeding. For applied to <del>it</del> the subject matter <del>of</del> Posology namely Analysis or say disposition and sympathy in a []</note><lb/>
<note>Composition. Art this see <gap/>.</note><lb/>
<note>Composition. Art thus see §.</note>
&#x2014;<lb/>
 
(+) Namely for the Latin <add>verbs</add> postulo to require, and <hi rend="underline">peto</hi> beg;<lb/>
<p><add>(a)</add> Namely for the Latin <add>verbs</add> <foreign>postulo</foreign> to require, and <hi rend="underline">peto</hi> beg;<lb/>
<p>not in their <del>each</del><add>instance</add> from the Greek, as in the instance of <hi rend="underline">theorems</hi>, and <lb/>
not in their <del>each</del> <add>instance</add> from the Greek, as in the instance of <hi rend="underline">theorems</hi>, and<lb/>
<hi rend="underline">problems</hi>.</p>
<hi rend="underline">problems</hi>.</p>


<!-- DO NOT EDIT BELOW THIS LINE -->
<!-- DO NOT EDIT BELOW THIS LINE -->
{{Metadata:{{PAGENAME}}}}
{{Metadata:{{PAGENAME}}}}{{Completed}}

Latest revision as of 10:35, 4 February 2020

Click Here To Edit

1831 May 21
Posology

ult
II. Morphoscopics
§. Media of demonstration &c.
Euclid

☞ Superseded this page but consultable.(5)

Of these same motions of effectuation called in English Postulates
or Petitions,(a) Euclid in his Elements gives three, and no more
than three. In the words of Stone's translation of Euclid In the writings in which he exhibits them they are these.

1. Postulate. 1. The First Great that a right line may be drawn from any one
point to another point.

2. Postulate the second. That a finite right line may be continued
directly forward.

3. Postulate the third. That a circle may be described framing
centre to any distance.

After this string this short string of postulations, comes one
four times as long of axioms 'Common notions or Axioms' they are
stiled in Stones translation 12 in number.

Note, that in the natural order of things motions of
axioms should have come first. Not Natural nature and not
thence Nature alone, but all animated Nature is passing
before it is in any direction or manner voluntary action: We can see
many things before we are before when we can do scarce any thing:
A child just born has some perception of surrounding objects, before
it can do any thing to help itself.

As to his Postulates, altogether incomplete as
well as indistinct run on this occasion must his views view of the
subject be confessed to be: But, of this elsewhere, Sir.

Let in cases On the present occasion, for the present purpose,
let us take in hand his circle.

He speaks as if, for coming at the impression and
correspondent idea, to with which the denomination assumed

the word circle: this was but this one way or method namely
the making use of a line right line with one end the point at of it fixt
which every other part is turning round, are thus producing the surface

which has for its boundary line the recurrent line called a circumference.

But the truth is that
for the production of the
same surface of the
same dimensions in the
one case as in the other
there are two different ways, correspondent to and the reverse for one another: both of them in use to be employed by Geometricians. And here comes in 1. extent belonging to it
—to the two modes of proceeding. For applied to it the subject matter of Posology namely Analysis or say disposition and sympathy in a []

Composition. Art thus see §.

(a) Namely for the Latin verbs postulo to require, and peto beg;
not in their each instance from the Greek, as in the instance of theorems, and
problems.



Identifier: | JB/135/107/001"JB/" can not be assigned to a declared number type with value 135.

Date_1

1831-05-21

Marginal Summary Numbering

Box

135

Main Headings

posology

Folio number

107

Info in main headings field

posology

Image

001

Titles

Category

text sheet

Number of Pages

1

Recto/Verso

recto

Page Numbering

c5 / d5

Penner

jeremy bentham

Watermarks

street & co 1830

Marginals

Paper Producer

antonio alcala galiano

Corrections

Paper Produced in Year

1830

Notes public

"superseded this page but consultable"

ID Number

46225

Box Contents

UCL Home » Transcribe Bentham » Transcription Desk
  • Create account
  • Log in