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<head><gap/></head> | <head><gap/></head> | ||
<head>Rudiments</head> <note>S Mu<gap/></note> | <head>Rudiments</head> <note>S Mu<gap/></note> | ||
1. Demonstration by <hi rend="underline"><foreign>reductio ad absurdum</foreign></hi> is <add>indicated</add> exhibited given}<lb/> | 1. Demonstration by <hi rend="underline"><foreign>reductio ad absurdum</foreign></hi> is <add>indicated</add> exhibited given} <note>Mode of <gap/><lb/> | ||
1. <gap/>. 2. Synthesis<lb/> | |||
1<lb/> | |||
Demonstrate by reductio<lb/> | |||
ad absurdum which<lb/> | |||
<del>the Contrivance what</del><lb/> | |||
2<lb/> | |||
The contrivance, what <lb/> | |||
3<lb/> | |||
The contrivance <gap/><lb/> | |||
4<lb/> | |||
instrument, <hi rend="underline">relative</hi></note><lb/> | |||
of the inconsistency of <del><gap/></del> the assertion in question with some <unclear>preestablished</unclear>}<lb/> | of the inconsistency of <del><gap/></del> the assertion in question with some <unclear>preestablished</unclear>}<lb/> | ||
<gap/>, demonstration or manifest and considerable State of things.} | <gap/>, demonstration or manifest and considerable State of things.}<lb/> | ||
<p>2. The <hi rend="underline">Contr<gap/></hi> or <gap/>ug the Efficient operation by means of which}<lb/> | |||
the theorem is <gap/> <gap/> the problem accomplished</p> | |||
<p>3. The <unclear>contrivance</unclear> <gap/> it <gap/> in every instance embed a}<lb/> | |||
the <unclear>faculty</unclear> of some quantity which being a <gap/> relate<lb/> | |||
to <gap/> quantities already give, form the indices of communication<lb/> | |||
between them.</p> | |||
—<lb/> | |||
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1830 Dec 4
Rudiments S Mu
1. Demonstration by reductio ad absurdum is indicated exhibited given} Mode of
1. . 2. Synthesis
1
Demonstrate by reductio
ad absurdum which
the Contrivance what
2
The contrivance, what
3
The contrivance
4
instrument, relative
of the inconsistency of the assertion in question with some preestablished}
, demonstration or manifest and considerable State of things.}
2. The Contr or ug the Efficient operation by means of which}
the theorem is the problem accomplished
3. The contrivance it in every instance embed a}
the faculty of some quantity which being a relate
to quantities already give, form the indices of communication
between them.
—
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Identifier: | JB/135/100/001"JB/" can not be assigned to a declared number type with value 135. |
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1830-12-04 |
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135 |
posology |
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100 |
posology |
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001 |
rudiments |
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text sheet |
1 |
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recto |
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jeremy bentham |
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46218 |
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