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<note>Solids<lb/> | <note>Solids<lb/> | ||
Geometrical</note> | Geometrical</note> | ||
<p><hi rend="underline">Solids</hi> it is not impenetrability it | <p><hi rend="underline">Solids</hi> it is not impenetrability it considers<lb/> | ||
impenetrability does not enter into the combination<lb/> | impenetrability does not enter into the combination<lb/> | ||
is not one of | is not one of constituent Ideas fictitious entities<lb/> | ||
of the word body <foreign>etendue figuree</foreign><lb/> | of the word body <foreign>etendue figuree</foreign><lb/> | ||
of <hi rend="underline">3 dimensions</hi></p> | of <hi rend="underline">3 dimensions</hi></p> | ||
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Paragraph: of</note> | Paragraph: of</note> | ||
The idea of an angle is got from<lb/> | <p>The idea of an angle is got from<lb/> | ||
that of figure by abstraction. The Idea<lb/> | that of figure by abstraction. The Idea<lb/> | ||
of figure may be resolved into its constituent<lb/> | of figure may be resolved into its constituent<lb/> | ||
| Line 20: | Line 21: | ||
of the <hi rend="underline">angles</hi> without the <hi rend="underline">boundaries</hi>. sometimes<lb/> | of the <hi rend="underline">angles</hi> without the <hi rend="underline">boundaries</hi>. sometimes<lb/> | ||
of the boundaries without the angles<lb/> | of the boundaries without the angles<lb/> | ||
Angle is not by this means space.<lb/> | |||
<del>It may</del> In one case I speak of the boundaries<lb/> | |||
as making certain angles in the other case<lb/> | |||
I speak of boundaries as being of a certain<lb/> | |||
length. If an angle is said to be an<lb/> | |||
<foreign>etendue figuree</foreign> because it is represented by that<lb/> | |||
an <foreign>etendue bonne dans quelque</foreign> <unclear>sins</unclear>, as well<lb/> | |||
may one say that impenetrability is a broomstick<lb/> | |||
because it may be represented in it [by it.]</p> | |||
<note>Idea.<lb/> | |||
false restriction<lb/> | |||
of the meaning of.</note> | |||
<p>I am perpetually doubting of the meaning of the<lb/> | |||
word Idea. My mistake is the effect of some<lb/> | |||
definition of an Idea as the <hi rend="underline">image</hi> one has in<lb/> | |||
ones mind of certain things, thence I conclude that<lb/> | |||
I can have an Idea only of things affording images, Substances.</p> | |||
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{{Metadata:{{PAGENAME}}}}{{ | {{Metadata:{{PAGENAME}}}}{{Completed}} | ||
Solids
Geometrical
Solids it is not impenetrability it considers
impenetrability does not enter into the combination
is not one of constituent Ideas fictitious entities
of the word body etendue figuree
of 3 dimensions
Angles
Paragraph: of
The idea of an angle is got from
that of figure by abstraction. The Idea
of figure may be resolved into its constituent
ones of angle & boundary (.or
perhaps Quantity ]) sometimes one more to speak
of the angles without the boundaries. sometimes
of the boundaries without the angles
Angle is not by this means space.
It may In one case I speak of the boundaries
as making certain angles in the other case
I speak of boundaries as being of a certain
length. If an angle is said to be an
etendue figuree because it is represented by that
an etendue bonne dans quelque sins, as well
may one say that impenetrability is a broomstick
because it may be represented in it [by it.]
Idea.
false restriction
of the meaning of.
I am perpetually doubting of the meaning of the
word Idea. My mistake is the effect of some
definition of an Idea as the image one has in
ones mind of certain things, thence I conclude that
I can have an Idea only of things affording images, Substances.
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Identifier: | JB/135/056/002"JB/" can not be assigned to a declared number type with value 135. |
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135 |
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056 |
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002 |
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copy/fair copy sheet |
3 |
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recto |
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sir samuel bentham |
[[watermarks::[gr with crown] [pro patria motif]]] |
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46174 |
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