The premise of a syllogism that contains the major term (which is the predicate of the conclusion)
1 The major premiss in this shape is vaguer than in the former.
2 Therefore the major term must be undistributed in the major premiss .
3 If the major premiss were a particular negative, the conclusion would be negative.
4 Therefore it must be distributed in the major premiss , where it is subject.
5 But the major premiss , being 1, does not distribute either subject or predicate.
6 The major premiss may be either A, E, I or O.
7 But the major term is subject in the major premiss .
8 If the major premiss were particular, there would be illicit process of the major .
9 But the major premiss being particular, the major term could not be distributed there.
10 Prove that wherever the minor term is distributed, the major premiss must be universal.
11 Taking a conjunctive proposition as a major premiss , there are four simple minors possible.
12 But it was not distributed in the major premiss .
13 Therefore the major premiss must be universal (by Rule 4).
14 AII violates the rule that when the major premiss is affirmative, the minor must be universal.
15 The rule that the major premiss must be universal excludes the last two moods, IAI, OAO.
16 The consequent of the hypothetical major premiss is termed pâpanâ because it is got from the antecedent.
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This collocation consists of: Translations for major premiss
Major premiss across language varieties