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<p>II. <foreign>Termini substituendi</foreign></p> | <p>II. <foreign>Termini substituendi</foreign></p> | ||
<p>III. <foreign> | <p>III. <foreign>Definitione <del><gap/></del> inveniendi</foreign></p><pb/> | ||
<head><foreign>Termini Substituendi</foreign></head> | <head><foreign>Termini Substituendi</foreign></head> | ||
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<p>3. Pecuniary Arithmetic,<lb/> | <p>3. Pecuniary Arithmetic,<lb/> | ||
&c</p> | &c</p><pb/> | ||
<head><foreign>Termini invariendi</foreign></head> | <head><foreign>Termini invariendi</foreign></head> | ||
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the order of abbreviation<lb/> | the order of abbreviation<lb/> | ||
and equivalence, ascendents<lb/> | and equivalence, ascendents<lb/> | ||
& | & descendants</p> | ||
<p>§. 5 | <p>§. 5 Elucidation continued<lb/> | ||
Nomenclature amended</p> | Nomenclature amended</p> | ||
| Line 52: | Line 52: | ||
On this occasion<lb/> | On this occasion<lb/> | ||
think what can be done<lb/> | think what can be done<lb/> | ||
with advantage in | with advantage in reference<lb/> | ||
to Accounts kept in the<lb/> | to Accounts kept in the<lb/> | ||
mode at present in use</p> | mode at present in use</p> | ||
| Line 73: | Line 73: | ||
<p>6 ☞ Give the Conjugate<lb/> | <p>6 ☞ Give the Conjugate<lb/> | ||
of the denomination employed<lb/> | of the denomination employed<lb/> | ||
in this | in this Neological<lb/> | ||
nomenclature.</p><pb/> | nomenclature.</p><pb/> | ||
| Line 80: | Line 80: | ||
<p>1. Circulates</p> | <p>1. Circulates</p> | ||
<p>2. | <p>2. Repetends</p> | ||
<p>3. Square Root</p> | <p>3. Square Root</p> | ||
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<p>5. Biquadratic Equation</p> | <p>5. Biquadratic Equation</p> | ||
<p>6. <add>☞</add> | <p>6. <add>☞</add> Consult Huttons<lb/> | ||
Mathematical Diction<hi rend="superscript">y</hi>.</p> | Mathematical Diction<hi rend="superscript">y</hi>.</p> | ||
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{{Metadata:{{PAGENAME}}}} | {{Metadata:{{PAGENAME}}}}{{Completed}} | ||
1831 May 18
Posology. Neologies proposed including Nomenclature amended
I. Termini invariendi
II. Termini substituendi
III. Definitione inveniendi
---page break---
Termini Substituendi
1. For the 4 Rules of
Arithmetic put the
four primary Operations
of Arithmetic
2, Weight and measure
Arithmetic, &c
3. Pecuniary Arithmetic,
&c
---page break---
Termini invariendi
1. Pecuniary Arithmetic
2. ☞ See and insist in
Logical and Alphabetical
Order the result
of the several steps in
the order of abbreviation
and equivalence, ascendents
& descendants
§. 5 Elucidation continued
Nomenclature amended
3. Weight and Measure
Arithmetic
☞ 4 Bring to view the French
Pecuniary and Weight
and Measure Arithmetic
with a view to
its being adopted or
improved upon by the
English and other Nations.
On this occasion
think what can be done
with advantage in reference
to Accounts kept in the
mode at present in use
☞ 5. Duodecimal
Arithmetic. Enquire
into the possibility of employing
it with advantage:
if yet, think of
the two additional characters
requisite: and advert
as above to the
forming and keeping up
the connection between the
proposed new system
of numeration and the
now existing one.
one now in use.
6 ☞ Give the Conjugate
of the denomination employed
in this Neological
nomenclature.
---page break---
Definienda and Exponenda
1. Circulates
2. Repetends
3. Square Root
4. Cube Root
5. Biquadratic Equation
6. ☞ Consult Huttons
Mathematical Dictiony.
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Identifier: | JB/135/172/002"JB/" can not be assigned to a declared number type with value 135. |
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1831-05-18 |
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135 |
posology |
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172 |
posology - neologies proposed including nomenclature amended |
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002 |
[[titles::termini substituendi / termini inserendi / definitiones [...?]]] |
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rudiments sheet (brouillon) |
2 |
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recto |
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jeremy bentham |
b&m 1829 |
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arthur moore; richard doane |
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1829 |
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46290 |
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