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Alphabetical    [«  »]
rhythms 1
rid 3
ridicule 1
right 68
righteous 1
rightly 8
rights 1
Frequency    [«  »]
70 whose
69 similarly
68 place
68 right
67 moved
67 privation
66 besides
Aristotle
Metaphysics

IntraText - Concordances

right

   Book, Paragraph
1 II, 1 | appearance of the former.~It is right also that philosophy should 2 III, 5 | accidents of these it cannot be right to call beings.~But if this 3 IV, 4 | follows that all would then be right and all would be in error, 4 IV, 4 | it is not so, and is he right who judges both? If he is 5 IV, 4 | who judges both? If he is right, what can they mean by saying 6 IV, 4 | this kind? And if he is not right, but more right than he 7 IV, 4 | he is not right, but more right than he who judges in the 8 IV, 4 | are alike both wrong and right, one who is in this condition 9 IV, 4 | wrong and therefore more right. If then that which has 10 IV, 5 | mistaken and those who are right are opposed to one another 11 IV, 5 | question supposes, all will be right in their beliefs.~Evidently, 12 IV, 5 | finally did not think it right to say anything but only 13 IV, 5 | changed, but one is always right about it, and that which 14 IV, 8 | things are at rest are not right, nor are those who say all 15 V, 30 | its angles equal to two right angles attaches to the triangle. 16 VI, 2 | angles are equal to two right angles".-And this happens 17 VII, 2 | the common statements are right and which are not right, 18 VII, 2 | right and which are not right, and what substances there 19 VII, 10 | acute angle is a part of the right angle and the finger a part 20 VII, 10 | angle will be prior to the right angle and finger to the 21 VII, 10 | them. The formula of the right angle, however, does not 22 VII, 10 | acute includes that of the right angle; for he who defines 23 VII, 10 | defines the acute uses the right angle; for the acute is " 24 VII, 10 | the acute is "less than a right angle". The circle and the 25 VII, 10 | any one asks whether the right angle and the circle and 26 VII, 10 | the circle, and "being a right angle" and the essence of 27 VII, 10 | and the essence of the right angle is the right angle, 28 VII, 10 | of the right angle is the right angle, then the whole in 29 VII, 10 | parts of the individual right angle (for both the material 30 VII, 10 | angle (for both the material right angle which is made of bronze, 31 VII, 10 | parts); while the immaterial right angle is posterior to the 32 VII, 11 | thinking that it is not right to define these by reference 33 VII, 12 | definition, since it is not right to state the same things 34 VII, 12 | differentiae, or, according to the right method, the last of these. 35 VII, 16 | exist, in one respect are right, in giving the Forms separate 36 VII, 16 | another respect they are not right, because they say the one 37 VIII, 3 | juxtaposition. And this is right; for the juxtaposition or 38 IX, 7 | substance. And it is only right that "thaten" should be 39 IX, 8 | precedes another in time right back to the actuality of 40 IX, 9 | the triangle equal to two right angles? Because the angles 41 IX, 9 | one point are equal to two right angles. If, then, the line 42 IX, 9 | semicircle in all cases a right angle? If three lines are 43 IX, 10 | angles are equal to two right angles while at another 44 X, 3 | difference. That we are right in this supposition is shown 45 X, 6 | reason Anaxagoras was not right in leaving the subject with 46 XI, 2 | Further, how can they be right who say that the first principle 47 XI, 5 | says "man" will be no more right than he who says "not-man". 48 XI, 5 | either more or not less right than in saying he is not 49 XI, 5 | so that one will also be right in saying that the same 50 XI, 6 | of white.~We could not be right, then, in accepting the 51 XI, 9 | That what we have said is right is evident from what all 52 XII, 6 | actuality, then, is in a sense right, and in a sense not; and 53 XII, 10 | nor "out of contraries" is right; nor do these thinkers tell 54 XII, 10 | school we first mentioned is right in saying that it is a principle, 55 XIII, 2 | mathematics show that we are right. For the dimension first 56 XIII, 7 | particular point they are right who claim that the units 57 XIII, 7 | hypothesis their statements are right, but as a whole they are 58 XIII, 8 | form. And in a sense the right angle is prior to the acute, 59 XIII, 8 | because it is a part and the right angle is divided into acute 60 XIII, 8 | expressed in the definition, the right angle, and the whole consisting 61 XIII, 8 | starting-point? As has been said, the right angle is thought to be prior 62 XIII, 8 | acute, and the acute to the right, and each is one. Accordingly 63 XIII, 9 | out that all of them are right in some respect, but on 64 XIII, 9 | respect, but on the whole not right. And they themselves confirm 65 XIII, 10| its angles equal to two right angles, unless every triangle 66 XIII, 10| its angles equal to two right angles, nor that this man 67 XIV, 4 | two ways of speaking is right. It would be strange if 68 XIV, 6 | the scansion is, in the right half of the line nine syllables,


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