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Alphabetical    [«  »]
individuals 40
indivisible 81
indivisible-as 1
indivisibles 6
induction 8
induction-for 1
industrial 1
Frequency    [«  »]
6 incapacity
6 incomplete
6 indeterminate
6 indivisibles
6 inquiring
6 invisible
6 large
Aristotle
Metaphysics

IntraText - Concordances

indivisibles

  Book, Paragraph
1 X, 8 | stages before we come to the indivisibles. Evidently, therefore, with 2 XIII, 3| or qua divisibles, or qua indivisibles having position, or only 3 XIII, 3| having position, or only qua indivisibles. Thus since it is true to 4 XIII, 8| magnitude be composed of indivisibles? But arithmetical number, 5 XIII, 9| number; for his plurality of indivisibles is a number. Again, we must 6 XIII, 9| for number consists of indivisibles, but spatial magnitudes


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