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<p>1831 Nov. 7<gap/> ++</p> | |||
<head><del>Posology</del></head> | |||
<note>Euclids Imperfections<lb/> | |||
Definitions</note> | |||
<p><del>☞ Call the Sector of <gap/> <gap/> of the circle</del></p> | |||
<p><del>It is not possible to give</del></p> | |||
<p><del>There is no such thing as giving</del></p> | |||
<p>To give a definition of an angle is not possible,<lb/> | |||
<note>An angle</note> | |||
meaning by a definition a definition <gap/> <gap/><lb/> | |||
it differentiates: namely in indication of the genus<lb/> | |||
of which it is a species, and some circumstance belonging<lb/> | |||
to it, in respect of which it differs from<lb/> | |||
ever other species of <del><gap/></del> <add>that</add> same <hi rend="underline">genus</hi>: in a <del>word, <gap/></del> <add>word,</add><lb/> | |||
you can not say of <del><gap/></del> <add>an</add> <gap/> that it <hi rend="underline">is —</hi> any<lb/> | |||
thing.</p> | |||
<p><del>The <gap/><gap/><gap/><gap/></del> The only<lb/> | |||
form of words by means of which it is capable of<lb/> | |||
being <hi rend="underline">expounded</hi> is a <del>para<gap/></del> <add>+</add> <hi rend="underline">paraphrasis</hi><lb/> | |||
<note><add>+</add> ☞ See the paraphrasis<lb/> | |||
in another<lb/> | |||
leaf.</note></p> | |||
<p>Nor even by a <del>paraphrasis</del> <add>paraphrasis</add> can a complete c<gap/><lb/> | |||
of it be afforded, without the help of some additional observations.</p> | |||
<p><del>To every</del> <add>For conveying</add> a clear and complete conception of an<lb/> | |||
angle relation must be had to a <hi rend="underline">circle</hi>; <add>that is to say</add> either immediately<lb/> | |||
or through the medium of some other figure, by means of<lb/> | |||
the relation which that figure has to a circle; that is to<lb/> | |||
say, <add>either</add> a polygon inscribed in a circle, or a polygon by<lb/> | |||
which the circle is circumscribed. By <del>that</del> <add>this</add> means, and<lb/> | |||
no other can you divide it into <hi rend="underline">parts</hi>: such <del><gap/></del> <add>as</add> those<lb/> | |||
s<gap/> <hi rend="underline">degree</hi>, <del><gap/></del> by which word, by <gap/> <gap/> <unclear>or must<lb/> | |||
<hi rend="underline">a stop</hi></unclear>. The <del><gap/></del> subject matter to which the word <hi rend="underline">degree</hi> is<lb/> | |||
applies is in the first instance not the angle but the<lb/> | |||
circle Of these degrees into which a circle has <del>at</del> <add>(so it has happened)</add><lb/> | |||
<del>circle. For a circle <gap/> <gap/> number of the degrees is</del><lb/> | |||
been divided is 360 360: and this and no other is the <note>number for which for<lb/> | |||
this purpose has<lb/> | |||
by every body been employed</note></p> | |||
<p><del>360.</del> In no angle can there be <hi rend="underline"><unclear>more than</unclear></hi>, nor even<lb/> | |||
<hi rend="underline">quite as much</hi> as <del><gap/></del> <add>half</add> the number of these degrees namely<lb/> | |||
179 <add>(a)</add> <del><gap/> <add>(a)</add></del> for when the number of these degrees arrives at the<lb/> | |||
100, the <del><gap/></del> <add>form</add> of what is called a <hi rend="underline">sector</hi> (it would<lb/> | |||
be more expressively called a <unclear>wedge</unclear>) ceased: <note>it gives place to<lb/> | |||
that of a <del><gap/></del><lb/> | |||
semicircle.</note><lb/> | |||
<del><gap/></del></p> | |||
<note>(a) Each degree<lb/> | |||
is again in common<lb/> | |||
practice subdivided<lb/> | |||
into <add>fractional</add> parts, <del>called minutes</del><lb/> | |||
60 in number<lb/> | |||
called <hi rend="underline">minutes</hi>:<lb/> | |||
each minute into<lb/> | |||
seconds, thence into<lb/> | |||
<gap/> and <gap/> and so on indefinitely: but the only subject matters here in question are the entities<lb/> | |||
called degrees.</note> | |||
<note>Gather d<gap/><lb/> | |||
steps.<lb/> | |||
Quere has there <gap/><lb/> | |||
streets in <add>the</add> <unclear>Grud</unclear>?</note> | |||
<note><del><gap/> <gap/> as <gap/><lb/> | |||
placed to that of <gap/><lb/> | |||
<gap/><lb/> | |||
<gap/></del></note> | |||
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{{Metadata:{{PAGENAME}}}} | {{Metadata:{{PAGENAME}}}} | ||
1831 Nov. 7 ++
Posology
Euclids Imperfections
Definitions
☞ Call the Sector of of the circle
It is not possible to give
There is no such thing as giving
To give a definition of an angle is not possible,
An angle
meaning by a definition a definition
it differentiates: namely in indication of the genus
of which it is a species, and some circumstance belonging
to it, in respect of which it differs from
ever other species of that same genus: in a word, word,
you can not say of an that it is — any
thing.
The The only
form of words by means of which it is capable of
being expounded is a para + paraphrasis
+ ☞ See the paraphrasis
in another
leaf.
Nor even by a paraphrasis paraphrasis can a complete c
of it be afforded, without the help of some additional observations.
To every For conveying a clear and complete conception of an
angle relation must be had to a circle; that is to say either immediately
or through the medium of some other figure, by means of
the relation which that figure has to a circle; that is to
say, either a polygon inscribed in a circle, or a polygon by
which the circle is circumscribed. By that this means, and
no other can you divide it into parts: such as those
s degree, by which word, by or must
a stop. The subject matter to which the word degree is
applies is in the first instance not the angle but the
circle Of these degrees into which a circle has at (so it has happened)
circle. For a circle number of the degrees is
been divided is 360 360: and this and no other is the number for which for
this purpose has
by every body been employed
360. In no angle can there be more than, nor even
quite as much as half the number of these degrees namely
179 (a) (a) for when the number of these degrees arrives at the
100, the form of what is called a sector (it would
be more expressively called a wedge) ceased: it gives place to
that of a
semicircle.
(a) Each degree
is again in common
practice subdivided
into fractional parts, called minutes
60 in number
called minutes:
each minute into
seconds, thence into
and and so on indefinitely: but the only subject matters here in question are the entities
called degrees.
Gather d
steps.
Quere has there
streets in the Grud?
as
placed to that of
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jeremy bentham |
j whatman turkey mill 1823 |
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admiral pavel chichagov |
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