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Alphabetical [« »] turns 5 twice 2 twinkling 2 two 87 ultimate 8 unable 1 unacceptable 1 | Frequency [« »] 88 may 88 our 87 finite 87 two 85 impossible 85 water 84 heavy | Aristotle On the Heavens IntraText - Concordances two |
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1 I, 1 | divisible one way is a line, if two ways a surface, and if three 2 I, 1 | practice in this way. Of two things, or men, we say " 3 I, 1 | divisible in one dimension or in two alone: for the divisibility 4 I, 1 | one direction, another in two, another in all. All magnitudes, 5 I, 2 | or a combination of these two, which are the only simple 6 I, 2 | reason of this is that these two, the straight and the circular 7 I, 3 | that there are only these two simple motions, the circular 8 I, 4 | claim to that name. But the two forms of rectilinear motion 9 I, 4 | which pass through the same two points are infinite in number. 10 I, 4 | regard the distance between two points as the length of 11 I, 4 | reverse motion, one of the two would be ineffective: for 12 I, 4 | ineffective, for if the two motions were of equal strength, 13 I, 4 | either way, and if one of the two were preponderant, the other 14 I, 5 | which is in contact with the two lines can be conceived as 15 I, 5 | same extent. Now if the two were both moving, and moving 16 I, 6 | determinate. But if these two places are determined and 17 I, 6 | proportion to BD which the two weights have to one another. ( 18 I, 7 | unnaturally, there will be two infinites, one which causes, 19 I, 7 | moves it, there will be two infinites, that which moves 20 I, 7 | or unnaturally, and the two movements are determined 21 I, 8 | be elsewhere: for we have two bodies, one weightless, 22 I, 10| course of formation. The two cases, as we said, are not 23 I, 10| lapse of time separating the two states. In the figure, on 24 I, 11| And "impossibility" has two uses: first, where it is 25 I, 11| talents, he can also lift two, and if he can walk a hundred 26 I, 11| stades, he can also walk two. But the power is of the 27 I, 12| have its angles equal to two right angles, and on another 28 I, 12| it be generated. For of two attributes if B cannot be 29 I, 12| intermediate between the other two.~Expresed universally our 30 I, 12| as follows. Let there be two attributes, A and B, not 31 I, 12| that which is neither of two contraries is a mean between 32 I, 12| not to be.) If, again, the two terms are coincident, if 33 I, 12| generation. If then we assume the two capacities to be actualized, 34 II, 2 | should have spoken of these two principles, right and left, 35 II, 2 | forms of position. On these two grounds, then, they may 36 II, 2 | secondly, for thinking that the two they mentioned were attributable 37 II, 2 | and the other below; for two hemispheres are specially 38 II, 4 | triangle, being the sum of two right angles, to the number 39 II, 4 | right angles, to the number two. But if one is assigned 40 II, 4 | line AE is equal to the two radii. Thus water forces 41 II, 5 | 5~Now there are two ways of moving along a circle, 42 II, 5 | further, in the superior of two possible directions.~ 43 II, 6 | the goal or between the two; and we expect natural motion 44 II, 6 | missiles midway between the two. But circular movement, 45 II, 8 | much to believe. In one or two cases it might not inconceivably 46 II, 8 | for the are intercepted by two radii will be larger in 47 II, 8 | since the spherical body has two movements proper to itself, 48 II, 12| 12~There are two difficulties, which may 49 II, 12| the fewest movements, say two, and the one next after 50 II, 12| and in no case do we find two or more attached to the 51 II, 12| impossible, but to throw one or two is comparatively easy. In 52 II, 12| C to get D, one step or two present little difficulty, 53 II, 12| and action always requires two terms, end and means. The 54 II, 14| must necessarily move with two motions. But if this were 55 III, 1 | remains to speak of the other two. In speaking of them we 56 III, 1 | all divisible in one of two ways. They are divisible 57 III, 1 | view. It is impossible, if two parts of a thing have no 58 III, 1 | have no weight, that the two together should have weight. 59 III, 1 | ridiculous. For just as there are two ways of putting lines together, 60 III, 1 | by side, so there must be two ways of putting planes together. 61 III, 2 | the relative speeds of the two bodies will be in inverse 62 III, 3 | explains why from these two bodies all others are generated. ( 63 III, 4 | identical results. Indeed even two or three such bodies serve 64 III, 4 | whether these are one or two or more, the simple bodies 65 III, 4 | simple motions are only two and the number of places 66 III, 5 | pyramid, and this on one of two grounds. The reason given 67 III, 6 | will follow that there are two infinite times which are 68 III, 6 | analysis. There are thus two mutually exclusive infinites, 69 III, 6 | observe a destruction of two kinds: it is destroyed by 70 III, 6 | has body, there will be two bodies in the same place 71 III, 7 | another. And this in one of two ways, either by change of 72 III, 8 | and the hexagon, and only two solids, the pyramid and 73 IV, 1 | relative heavy and light. Of two heavy things, such as wood 74 IV, 1 | light we mean that one, of two bodies endowed with weight 75 IV, 2 | the sense in which one of two things both endowed with 76 IV, 2 | similar impossibility. For any two portions of fire, small 77 IV, 2 | only to explain why these two things are themselves light 78 IV, 4 | There are, I say, these two kinds of body, and it is 79 IV, 4 | intermediate between the two is in a sense both extremity 80 IV, 5 | things, there must needs be two other bodies which sink 81 IV, 5 | no lightness. The other two move downward when the body 82 IV, 5 | the kinds of matter are two, it will be difficult to 83 IV, 5 | Suppose, for example, that the two asserted are void and plenum. 84 IV, 5 | kind of body. But if the two bodies are one matter, or 85 IV, 5 | bodies are one matter, or two matters both present in 86 IV, 6 | water. But since there are two factors, the force responsible 87 IV, 6 | be some ratio between the two. For in proportion as the