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| Alphabetical [« »] truly 6 truth 8 turn 1 two 35 two-footed 2 twofold 3 type 2 | Frequency [« »] 38 false 38 impossible 37 has 35 two 35 universal 34 both 34 case | Aristotle On Interpretation IntraText - Concordances two |
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1 5 | expression "a footed animal with two feet" can be called single; 2 7 | regard to a universal, these two propositions are "contrary". 3 8 | other hand, one word has two meanings which do not combine 4 8 | again, is equivalent to the two propositions "horse is white", " 5 8 | white". If, then, these two propositions have more than 6 9 | has been said,’ one of the two must be true and the other 7 9 | it may issue in either of two opposite directions. Again, 8 9 | not. In the case, also, of two contradictory propositions 9 9 | nonexistent. One of the two propositions in such instances 10 10| negative propositions of two sorts. Thus in the sentence " 11 10| propositions, therefore, instead of two can be formed with these 12 10| formed with these materials. Two of the four, as regards 13 10| of privation; the other two do not correspond with these.~ 14 10| the term "not-just", and two negative propositions are 15 10| case.~We have thus set out two pairs of opposite propositions; 16 10| propositions; there are moreover two other pairs, if a term be 17 10| it is plain that these two propositions will never 18 10| white"; thus there will be two contradictories to one proposition.~ 19 11| the admission of one of two contradictories-and the 20 11| is itself always one of two contradictories-the answer 21 11| chance of announcing one of two alternatives, whichever 22 11| We may either state in two separate propositions that 23 11| biped, or we may combine the two, and state that man is an 24 11| that man is an animal with two feet. Similarly we may use " 25 11| shoemaker. For if, whenever two separate predicates truly 26 11| the combination of the two will, therefore, not form 27 11| shoemaker, we cannot combine the two propositions and say simply 28 11| a man is an animal with two feet, for these predicates 29 12| other: for, since these two propositions are not contradictory, 30 13| while, if either of the two former propositions is true, 31 13| should not be, one of the two alternatives will be excluded. 32 14| it is bad. Which of these two is contrary to the true? 33 14| same class. If then of the two judgements one is contrary 34 14| to meet the case, since two true judgements are never 35 14| other. For whereas, when two propositions are true, a