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Alphabetical    [«  »]
resulting 2
results 71
retained 1
reversed 9
rhetorical 1
rich 1
right 10
Frequency    [«  »]
9 originally
9 principles
9 reduce
9 reversed
9 sequel
9 stone
9 where
Aristotle
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reversed
  Book, Paragraph

1      I, 6 |          but if the relation is reversed, no syllogism will be possible.
2      I, 15|    modality of the premisses is reversed, must be proved per impossibile.
3      I, 46|      but the relation cannot be reversed, then D must follow B and
4      I, 46|      and the relation cannot be reversed. And A and D may belong
5      I, 46|       we proved the sequence is reversed in terms so constituted.
6     II, 5 |         the previous premiss is reversed. If it is necessary to prove
7     II, 15| relations between the terms are reversed: before, the affirmative
8     II, 15|        between the terms may be reversed; e.g. A may belong to all
9     II, 15|        between the terms may be reversed. Similarly in the third

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