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<p><!-- This paragraph has been deleted --> | <p><!-- This paragraph has been deleted --> | ||
Ch. <add>or</add> §. Posology in general or of Posology | Ch. <add>or</add> §. Posology in general or of Posology considered in<lb/> | ||
an all comprehensive point of view <add>its demonstration</add> its | an all comprehensive point of view <add>its demonstration</add> its two component<lb/> | ||
branches Morphoscopic and Alegomorphic</p> | |||
<p>Question 1. <del>What are</del> <add>Into How many and what <sic>groupes</sic> do</add> the operations employed in Arithmetic,<lb/> | <p>Question 1. <del>What are</del> <add>Into How many and what <sic>groupes</sic> do</add> the operations employed in Arithmetic,<lb/> | ||
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by other names more and more <hi rend="underline"><unclear>abbreviated</unclear></hi></p> | by other names more and more <hi rend="underline"><unclear>abbreviated</unclear></hi></p> | ||
<p>☞ | <p>☞ Here insert <del>multiplication</del> <add>mode of </add>: namely 1. multiplication 2. qua<gap/><lb/> | ||
3. <gap/> — <gap/> <gap/> are expressed by so many successive figures,<lb/> | 3. <gap/> — <gap/> <gap/> are expressed by so many successive figures,<lb/> | ||
and their respective opposites or <add>say</add> <hi rend="underline">converses</hi>: viz. division, extraction of the<lb/> | and their respective opposites or <add>say</add> <hi rend="underline">converses</hi>: viz. division, extraction of the<lb/> | ||
1820 May 21. §. 1
Posology Alegomorphic
Practical
Operat Alegomorphic
114
§ 1. radical. 2 derivative
§ No expert 8 March 1831.
Ch. or §. Arithmetical Operations radical and derivative
Ch. or §. Posology in general or of Posology considered in
an all comprehensive point of view its demonstration its two component
branches Morphoscopic and Alegomorphic
Question 1. What are Into How many and what groupes do the operations employed in Arithmetic,
otherwise called Alegomorphic posology, or
Alegomorphics require to be distinguished in the first
place?
Answer. Into two: namely 1. those which
are radical: 2. those which are derivative.
Question 2. How many and what are those which we
include under and distinguish by the appellation of
original or say radical?
Answer: Three: namely 1. Numeration. 2. Addition.
3. Substraction
Question 3. What is meant by Numeration?
Answer. The bringing to under view the several signs employed
in arithmetic to present to our minds the idea or
ideas of the several numbers which it may happen
to us to have need to take into consideration.
Question 4 What is meant by Addition?
Answer
Question 5 What is meant by Substraction?
Answer
Question 6. What is meant by the derivative operations?
Answer those which are no more than addition or substraction expressed
by other names more and more abbreviated
☞ Here insert multiplication mode of : namely 1. multiplication 2. qua
3. — are expressed by so many successive figures,
and their respective opposites or say converses: viz. division, extraction of the
square root, extraction of the cube root &c
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