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<![CDATA[ man. Hence the phrase "the man
who" is equivalent to "all men who".
(2) The Verb is "are."
(3) The Predicate is "happy * * *."
(4) Let Univ. be "men."
(5) The Sign of Quantity is "all."
(6) The Proposition now becomes
"All | men who do not know what 'toothache'
means | are | happy men."
pg016
(8)
"Some farmers always grumble at the weather, whatever it may
be."
(1) The Subject is "farmers."
(2) The Verb is "grumble," for which we substitute the phrase
"are * * * who grumble."
(3) The Predicate is "* * * who always grumble &c."
(4) Let Univ. be "persons."
(5) The Sign of Quantity is "some."
(6) The Proposition now becomes
"Some | farmers | are | persons who always
grumble at the weather, whatever it may be."
(9)
"No lambs are accustomed to smoke cigars."
(1) The Subject is "lambs."
(2) The Verb is "are."
(3) The Predicate is "* * * accustomed &c."
(4) Let Univ. be "animals."
(5) The Sign of Quantity is "no."
(6) The Proposition now becomes
"No | lambs | are | animals accustomed to smoke
cigars."
(10)
"I ca'n't understand examples that are not arranged in regular
order, like those I am used to."
(1) The Subject is "examples that," &c.
(2) The Verb is "I ca'n't understand," which we must alter, so
as to have "examples," instead of "I," as the nominative case.
It may be expressed as "are not understood by me."
(3) The Predicate is "* * * not understood by me."
(4) Let Univ. be "examples."
(5) The Sign of Quantity is "all."
(6) The Proposition now becomes
"All | examples that are not arranged in regular
order like those I am used to | are | examples not
understood by me."]
pg017
Sec. 3.
_A Proposition of Relation, beginning with "All", is a Double
Proposition._
A Proposition of Relation, beginning with "All", asserts (as we already
know) that "_All_ Members of the Subject are Members of the Predicate".
This evidently contains, as a _part_ of what it tells us, the smaller
Proposition "_Some_ Members of the Subject are Members of the
Predicate".
[Thus, the Proposition "_All_ bankers are r]]>
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