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| Alphabetical [« »] satisfied 1 save 2 saw 4 say 27 say- 1 say-the 1 saying 2 | Frequency [« »] 27 kind 27 knows 27 necessarily 27 say 27 those 27 were 27 white | Aristotle Posterior Analytics IntraText - Concordances say |
Book, Paragraph
1 I, 1 | conclusion, we should perhaps say that in a manner he knew, 2 I, 3 | frivolous and impossible to say that demonstration is reciprocal 3 I, 4 | man, then if it be true to say "this is a man", "this is 4 I, 4 | walking; it was, we should say, a coincidence. If, on the 5 I, 10| illegitimate postulate-I say "must believe", because 6 I, 11| it will still be true to say that Callias—even if it 7 I, 11| even if it be also true to say that not-Callias—is animal 8 I, 19| in the sense in which we say "That white (thing) is a 9 I, 19| of predication as when we say "The man is white": the 10 I, 19| not attributable-G, let us say, which is attributable to 11 I, 19| same questions arise, I say, because in these cases 12 I, 19| one another, whether we say that the subject has an 13 I, 31| demonstration-we should not (as some say) possess knowledge of it; 14 II, 3 | beginning what we have to say with a point most intimately 15 II, 4 | merely be what it was true to say of C. Even if A is predicated 16 II, 5 | is asked "Why?", he will say, and, as he thinks, proves 17 II, 11| designed, as the Pythagoreans say, for a threat to terrify 18 II, 12| that because it is true to say that A occurred, therefore 19 II, 12| therefore it is true to say that B, the subsequent event, 20 II, 12| since if it is true to say that D will exist, it must 21 II, 12| must be a prior truth to say that A will exist, and the 22 II, 13| difference—it matters whether we say animal-tame-biped, or biped-animal-tame. 23 II, 13| thing; and one cannot, they say, know each thing without 24 II, 14| clearly at once enable us to say in virtue of what character 25 II, 16| of broad leaves, let us say, in the latter case, in 26 II, 17| definition of deciduous. I say that, because you will first 27 II, 17| how shall we be able to say that A is predicable of