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<p><gap/> is always supposed to be a right one unless<lb/> | <p><gap/> is always supposed to be a right one unless<lb/> | ||
another is specified, no other line could be distinguished<lb/> | another is specified, no other line could be distinguished<lb/> | ||
without | without <unclear>infuence</unclear> perhaps to a right one.</p> | ||
& | |||
<p> | <note>Mensuration<lb/> | ||
& Divisions<lb/> | |||
of.</note> | |||
<p>Mensuration may be divided into first<lb/> | |||
of bodies capable of having <del>been</del> brought into<lb/> | of bodies capable of having <del>been</del> brought into<lb/> | ||
contact coincidence, secondly of bodies<lb/> | contact coincidence, secondly of bodies<lb/> | ||
not capable if being brought into contact<lb/> | |||
whole to whole, but a part of <del>are ripe</del> each<lb/> | whole to whole, but a part of <del>are ripe</del> each<lb/> | ||
repeated a certain number of times applied<lb/> | repeated a certain number of times applied<lb/> | ||
| Line 18: | Line 22: | ||
part of one can be applied to the parts<lb/> | part of one can be applied to the parts<lb/> | ||
of the other.</p> | of the other.</p> | ||
<p>The evidence of our senses whether 2 bodies<lb/> | <p>The evidence of our senses whether 2 bodies<lb/> | ||
in contact coincide or not is the ultimate<lb/> | in contact coincide or not is the ultimate<lb/> | ||
dependence of the equality or inequality of <lb/> | dependence of the equality or inequality of <lb/> | ||
the degrees which bodies possess their | the degrees which bodies possess their fictious<lb/> | ||
entities. tis this we must trust to at<lb/> | entities. <sic>tis</sic> this we must trust to at<lb/> | ||
last or nothing. and in all comes where we<lb/> | last or nothing. and in all comes where we<lb/> | ||
cannot <gap/> that they do otherwise<lb/> | cannot <gap/>ive that they do otherwise<lb/> | ||
coincide we must <gap/> then to be equal<lb/> | coincide we must <gap/> then to be equal<lb/> | ||
<hi rend="underline"> | <hi rend="underline">Incommensurables</hi> as well as <hi rend="underline">commensurables</hi>.</p> | ||
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{{Metadata:{{PAGENAME}}}} | {{Metadata:{{PAGENAME}}}}{{Completed}} | ||
is always supposed to be a right one unless
another is specified, no other line could be distinguished
without infuence perhaps to a right one.
Mensuration
& Divisions
of.
Mensuration may be divided into first
of bodies capable of having been brought into
contact coincidence, secondly of bodies
not capable if being brought into contact
whole to whole, but a part of are ripe each
repeated a certain number of times applied
successively to equal parts of the other.
and 3dly such bodies are of which if
not both are inaccessable, to which no
part of one can be applied to the parts
of the other.
The evidence of our senses whether 2 bodies
in contact coincide or not is the ultimate
dependence of the equality or inequality of
the degrees which bodies possess their fictious
entities. tis this we must trust to at
last or nothing. and in all comes where we
cannot ive that they do otherwise
coincide we must then to be equal
Incommensurables as well as commensurables.
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Identifier: | JB/135/051/003"JB/" can not be assigned to a declared number type with value 135. |
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not numbered |
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135 |
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051 |
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003 |
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copy/fair copy sheet |
4 |
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recto |
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sir samuel bentham |
[[watermarks::[gr with crown] [pro patria motif]]] |
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46169 |
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