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carries 2
carry 3
carrying 6
case 148
case-or 1
case-so 1
case-that 1
Frequency    [«  »]
149 contrary
149 does
149 e.g.
148 case
147 locomotion
142 again
141 them
Aristotle
Physics

IntraText - Concordances

case

    Book, Paragraph
1 I, 3 | is absurd, that in every case there should be a beginning 2 I, 3 | time and not only in the case of coming to be in the full 3 I, 3 | full sense but also in the case of coming to have a quality-as 4 I, 3 | as the converse is the case.~(b) If, on the other hand, 5 I, 7 | sort of thing, both in the case of simple and of complex 6 I, 7 | become something, in one case (1) it survives through 7 I, 7 | becoming that" more in the case of what does not survive 8 I, 7 | examination. For we find in every case something that underlies 9 II, 1 | should not say in the latter case that there is anything artistic 10 II, 6 | according to its derivation the case in which the thing itself 11 II, 7 | may rule"; or (4), in the case of things that come into 12 II, 7 | essential nature in each case).~ 13 II, 9 | iron-just as in the other case the premisses will not be 14 III, 3 | again in each particular case, building, healing, &c. 15 III, 4 | infinite body too, for in the case of eternal things what may 16 III, 5 | its nature. Yet in this case also we may say that it 17 III, 5 | fixes itself. If then in the case of the earth, supposed to 18 III, 6 | If it contains in the case of sensible things, in the 19 III, 6 | sensible things, in the case of intelligible things the 20 IV, 4 | conjoined with it. In the latter case it may be either (a) something 21 IV, 4 | to exist-only in the one case we say so because what was 22 IV, 7 | the same place (in which case they are claiming to solve 23 IV, 8 | rather turns out to be the case, if one the matter, is the 24 IV, 8 | And indeed always in the case of any body that can be 25 IV, 8 | locomotion is downwards as in the case of earth, or up, if it is 26 IV, 9 | will they explain, in the case of what is heavy, its movement 27 IV, 9 | There are two types in each case, both in the dense and in 28 IV, 9 | fail to coincide in the case of lead and iron.~From what 29 IV, 14 | regular movement; e.g. in the case of locomotion, if both things 30 V, 1 | above all there is (3) the case of a thing which is in motion 31 V, 1 | same distinctions in the case of the mover: (1) one thing 32 V, 1 | directly" is used in the case both of the mover and of 33 V, 1 | is not change, as in that case there is no opposition either 34 V, 1 | same as that made in the case of coming to be.~Now the 35 V, 2 | definite thing. So in this case it must be the opposite 36 V, 2 | can this be in the present case? It is either the body or 37 V, 2 | except that in the former case the contraries will have 38 V, 3 | month to be second: in each case the latter is "in succession" 39 V, 4 | nature (for there might be a case of two men being restored 40 V, 4 | again at another: in this case if it is possible for that 41 V, 4 | argument applies in each case. There is, however, we may 42 V, 4 | lesser degree, as is the case with locomotion in a broken 43 V, 6 | absurd if this were not the case: for a thing may remain 44 V, 6 | clear that it must be the case: for just as there is unnatural 45 VI, 1 | reasoning applies in the case of all indivisibles. Now 46 VI, 1 | infinitely divisible, in which case it is continuous.~Moreover, 47 VI, 2 | Moreover, if it is the case that infinite time is not 48 VI, 3 | motion or at rest as the case may be in any part of it 49 VI, 5 | between the two in each case.~One kind of change, then, 50 VI, 5 | matter what holds good in the case of one will hold good likewise 51 VI, 5 | hold good likewise in the case of the rest.~Moreover, if 52 VI, 5 | truth is most obvious in the case of contradictory change. 53 VI, 5 | no primary part. Take the case of magnitudes: let AB be 54 VI, 5 | changed. And if we take the case of quantitative change, 55 VI, 6 | it is at A (since in that case it would be in A and B at 56 VI, 6 | said is more evident in the case of magnitude, because the 57 VI, 6 | a house. So, too, in the case of that which is perishing 58 VI, 6 | becoming. So, too, in the case of perishing and having 59 VI, 7 | thing in motion; either case involves the traversing 60 VI, 9 | condition. So, too, in the case of being and not-being and 61 VI, 9 | in either.~Again, in the case of circles and spheres and 62 VI, 10 | indivisible (and that the case of the motion of a part 63 VI, 10 | seen most clearly in the case of a revolving sphere, in 64 VI, 10 | composed of moments, in which case at any moment it would have 65 VI, 10 | or the negative, as the case may be, is the limit, e.g. 66 VII, 1 | something, let us take the case in which a thing is in locomotion 67 VII, 1 | but of many: and in the case that we are considering 68 VII, 1 | see to be universally the case) that which primarily is 69 VII, 1 | present argument; for in any case since the things in motion 70 VII, 1 | infinite this is in either case impossible. Therefore the 71 VII, 1 | assumption of a particular case is immaterial, since the 72 VII, 1 | is immaterial, since the case assumed is theoretically 73 VII, 1 | a theoretically possible case ought not to give rise to 74 VII, 2 | by something else. In the case of things that are moved 75 VII, 2 | is pulling: in the latter case it pulls to the place where 76 VII, 2 | induction: for in every case we find that the respective 77 VII, 2 | sensible things, in every case of such alteration it is 78 VII, 2 | the air. Similarly, in the case of tasting, the flavour 79 VII, 2 | is just the same in the case of things that are inanimate 80 VII, 3 | same also holds good in the case of excellences and defects 81 VII, 3 | to be admitted.~And the case is similar in regard to 82 VII, 3 | things do so: but in either case the result is brought about 83 VII, 3 | the body, as we see in the case of the use and activity 84 VII, 4 | consequently it is not the case that every motion is commensurable 85 VII, 4 | conclusion work out in the case of the circle and the straight 86 VII, 4 | to each (denoting in each case the proportion of two to 87 VII, 4 | whiteness.~Similarly in the case of motion: two things are 88 VII, 4 | can be say that in this case the alteration is equal 89 VII, 4 | not so, and that in this case the differences in the locomotion 90 VII, 4 | from it, and that in the case of equivocal terms sometimes 91 VII, 4 | affection itself? In the case that we have just been considering 92 VII, 4 | generically or numerically as the case may be. But there still 93 VII, 4 | the same question in the case of becoming and perishing: 94 VII, 5 | and the weight in the one case is similar and proportionate 95 VII, 5 | equal time: for in this case the rules of proportion 96 VII, 5 | it does, for in any given case we have a definite thing 97 VII, 5 | or increase at all, the case being the same as with the 98 VIII, 2 | evident above all in the case of animate beings: for it 99 VIII, 2 | nothing like this in the case of inanimate things, which 100 VIII, 2 | and adduces in proof the case of animate things: thus 101 VIII, 3 | at rest: and in this last case again either the things 102 VIII, 3 | removed in half the time: the case of the hauled ship is exactly 103 VIII, 3 | Similarly, too, in the case of any alteration whatever 104 VIII, 3 | changes occurring in the case of the same things. We may 105 VIII, 3 | even if it is really the case, as certain persons assert, 106 VIII, 3 | imagination, or if it is the case that anything seems to be 107 VIII, 4 | presented by the remaining case of those that we last distinguished. 108 VIII, 4 | is derived, e.g. in the case of light and heavy things. 109 VIII, 4 | natural; but in this latter case it is no longer evident, 110 VIII, 4 | that is continuous: in each case the movent must be separate 111 VIII, 4 | moved, as we see to be the case with inanimate things when 112 VIII, 4 | can also be made in the case of things that cause motion: 113 VIII, 4 | hot): and similarly in the case of all other things of this 114 VIII, 4 | natural bodies also the case is similar. Thus what is 115 VIII, 4 | prevented from rising. The case is similar also in regard 116 VIII, 5 | Further, in the latter case, either the movent immediately 117 VIII, 5 | or not, and in the former case there must be some first 118 VIII, 5 | anything else, while in the case of the immediate movent 119 VIII, 5 | continuous, as is clear in the case of things that move other 120 VIII, 5 | things locally, in which case the two things must up to 121 VIII, 5 | So, too, in every other case where the movent must be 122 VIII, 5 | I take then the possible case of its not moving it: then 123 VIII, 5 | necessary, we may take the case of their not being moved 124 VIII, 5 | Perhaps we may state the case thus: there is nothing to 125 VIII, 6 | any one likes, that in the case of certain things it is 126 VIII, 7 | locomotion is primary. As in the case of other things so too in 127 VIII, 7 | other things so too in the case of motion the word "primary" 128 VIII, 7 | true indeed that, in the case of any individual thing 129 VIII, 7 | though this is so in the case of any individual thing 130 VIII, 7 | a similar result in the case of changes that are not 131 VIII, 7 | time. Furthermore, in the case of becoming and perishing 132 VIII, 8 | the same is true in the case of a circle: the motion 133 VIII, 8 | traversed, but also in the case of locomotion in a circle ( 134 VIII, 8 | the motion. This is the case e.g. when A in the course 135 VIII, 8 | reasoning holds good in every case. When to A, that which is 136 VIII, 8 | occupy time there. In this case, therefore, where the motion 137 VIII, 8 | On the other hand in the case of a thing that turns back 138 VIII, 8 | simultaneously, for in that case it would simultaneously 139 VIII, 8 | intermittent motion. In the case of reckoning the halves, 140 VIII, 8 | earlier one. So, too, in the case of the other kinds of motion. 141 VIII, 8 | same line. Therefore in the case we are now considering there 142 VIII, 8 | subtract one: for in either case we find that there is still 143 VIII, 9 | of this is that in this case all these characteristics 144 VIII, 10| now to be shown that in no case is it possible for an infinite 145 VIII, 10| is quickest, and in this case it is the motion of the 146 VIII, 10| repeatedly pushing (in which case the continuity amounts to 147 VIII, 10| before as occurring in the case of things thrown, since 148 VIII, 10| another): and in either case the motion cannot be a single


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