Charmides
   Part
 1 Intro|            number is the subject of arithmetic, health of medicine—what


Cratylus
   Part
 2 Intro|          has an analogy with space, arithmetic with geometry. Not only


Euthydemus
   Part
 3 Intro| half-educated man which spelling or arithmetic do to the mind of a child.


Euthyphro
   Part
 4 Text |             Do we not go at once to arithmetic, and put an end to them


The First Alcibiades
   Part
 5 Text |          about numbers?~ALCIBIADES: Arithmetic.~SOCRATES: And private individuals?~


Gorgias
   Part
 6 Intro|    coextensive with action, such as arithmetic, geometry, rhetoric. But
 7 Intro|       hardly have meant to say that arithmetic was the same as rhetoric.
 8 Intro|             which persuade, such as arithmetic, which is an art of persuasion
 9 Text |            for example, the arts of arithmetic, of calculation, of geometry,
10 Text |           And so, Gorgias, you call arithmetic rhetoric.’ But I do not
11 Text |          think that you really call arithmetic rhetoric any more than geometry
12 Text |             say, ‘Socrates, what is arithmetic?’ and I should reply to
13 Text |             you replied to me, that arithmetic is one of those arts which
14 Text |         assembly, ‘as aforesaid’ of arithmetic, but with a difference,
15 Text |          just now speaking:— do not arithmetic and the arithmeticians teach
16 Text |        GORGIAS: Yes.~SOCRATES: Then arithmetic as well as rhetoric is an
17 Text |             of discourse, not (like arithmetic) about odd and even, but


Ion
   Part
18 Text |          Ion, in a discussion about arithmetic, where many people are speaking,
19 Text |             help of the same art of arithmetic, you would acknowledge that


Laws
   Book
20 5    |    legislator ought to know so much arithmetic as to be able to tell what
21 5    |           the arts, as the study of arithmetic. Above all, arithmetic stirs
22 5    |           of arithmetic. Above all, arithmetic stirs up him who is by nature
23 7    |       studies suitable for freemen. Arithmetic is one of them; the measurement


Meno
   Part
24 Intro|          Socrates elicits truths of arithmetic and geometry, which he had


Parmenides
   Part
25 Intro|   perpetually recurring fraction in arithmetic.~It is otherwise with the
26 Intro|        negation. Two minus signs in arithmetic or algebra make a plus.


Phaedrus
   Part
27 Text |      inventor of many arts, such as arithmetic and calculation and geometry


Philebus
   Part
28 Intro|           The pure part consists of arithmetic, mensuration, and weighing.
29 Intro|          But there is also a higher arithmetic, and a higher mensuration,
30 Intro|            of all of them is really arithmetic and mensuration. But arithmetic
31 Intro|     arithmetic and mensuration. But arithmetic and mensuration again may
32 Intro|            Thus we have two arts of arithmetic, and two of mensuration.
33 Text |              I mean to say, that if arithmetic, mensuration, and weighing
34 Text |     PROTARCHUS: I see that you mean arithmetic, and the kindred arts of
35 Text |       SOCRATES: In the first place, arithmetic is of two kinds, one of
36 Text |         supposed to be two sorts of arithmetic.~SOCRATES: And when we compare
37 Text |          that those arts into which arithmetic and mensuration enter, far
38 Text |          That there are two arts of arithmetic, and two of mensuration;


The Republic
   Book
39 1    |              or that he who errs in arithmetic or grammar is an arithmetician
40 6    |          that students of geometry, arithmetic, and the kindred sciences
41 7    |          should have a knowledge of arithmetic? ~Certainly he should, if
42 7    |             have clearer proof that arithmetic is, as I suspect, one of
43 7    |        number? ~Certainly. ~And all arithmetic and calculation have to
44 7    |           our State to go and learn arithmetic, not as amateurs, but they
45 7    |         mean, as I was saying, that arithmetic has a very great and elevating
46 7    |              for all these reasons, arithmetic is a kind of knowledge in


The Sophist
   Part
47 Intro|          minus signs make a plus in Arithmetic and Algebra. Again, we may


The Statesman
   Part
48 Intro|          and the other with action; arithmetic and the mathematical sciences
49 Intro|             either of judging, like arithmetic, or of ruling and superintending,
50 Text |         STRANGER: Well, and are not arithmetic and certain other kindred
51 Text |         such sciences, no less than arithmetic and the like, subjects of


Theaetetus
   Part
52 Intro|        Theodorus, i.e. geometry and arithmetic; and that there are other
53 Intro|         already learned to apply to arithmetic. For he has discovered a
54 Intro|          his theory, viz. errors in arithmetic. For in numbers and calculation
55 Intro|         without the other. It is to arithmetic what space is to geometry;
56 Intro|        geometry; or, more strictly, arithmetic may be said to be equally
57 Text |            and thinks that a little arithmetic would have got rid of their
58 Text |             that there is an art of arithmetic?~THEAETETUS: To be sure.~


Timaeus
   Part
59 Intro|          The truths of geometry and arithmetic in all their combinations
60 Text |     participate in number, learning arithmetic from the revolution of the