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" And have you further observed, that those who have a natural talent for calculation are generally quick at every other kind of knowledge; and even the dull, if they have had an arithmetical training, although they may derive no other advantage from it,... "
The Dialogues of Plato: Tr. Into English, with Analyses and Introductions - Pagina 354
door Plato - 1874
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The Dialogues of Plato, Volume 2

Plato - 1871 - 676 pagina’s
...Yes ; that is a marked characteristic. And have you further remarked, that those who have a natural talent for calculation are generally quick at every...difficult study, and not many as difficult. You will not. And,for all these reasons,arithmetic must not be given up; and this is a kind of knowledge in which...
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The Ohio Educational Monthly: A Journal of School and Home Education, Volume 21

1873 - 532 pagina’s
...necessitating the use of pure intelligence in the attainment of pure truth. Those who have a natural talent for calculation are generally quick at every...training, gain in quickness, if not in any other way. Geometry. Then, my noble friend, geometry will draw the soul towards truth, and create the mind of...
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The National Teacher: A Monthly Educational Journal, Volume 3

1873 - 630 pagina’s
...pure intelligence in the attainment of pure truth. Those who have a natural talent for calculation arc generally quick at every other kind of knowledge ;...training, gain in quickness, if not in any other way. Geometry. Then, my noble friend, geometry will draw the soul towards truth, and create the mind of...
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The Dialogues of Plato, Volume 3

Plato - 1875 - 738 pagina’s
...that is a marked characteristic of it. And have you further remarked, that those who have a natural talent for calculation are generally quick at every...training, gain in quickness, if not in any other way? Very true, he said. And indeed, you will not easily find a more difficult study, and not many as difficult....
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The Dialogues of Plato, Volume 1

Plato - 1875 - 730 pagina’s
...dull, if they have had an arithmetical training, gain in quickness, if not in any other way ? Very true, he said. And indeed, you will not easily find...difficult study, and not many as difficult. You will not. j And, for these reasons, arithmetic is a kind of knowledge in /which the best natures should be trained,...
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The Republic of Plato

Plato - 1881 - 532 pagina’s
...that is a marked characteristic of it. And have you further remarked, that those who have a natural talent for calculation are generally quick at every...training, gain in quickness, if not in any other way? Very true, he said. And indeed, you will not easily find a more difficult study, and not many as difficult....
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The Republic of Plato

Plato - 1888 - 628 pagina’s
...that is a marked characteristic of it. And have you further observed, that those who have a natural talent for calculation are generally quick at every...kind of knowledge ; and even the dull, if they have the study of nacj an arithmetical training, although they may derive no gives him other advantage from...
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The Republic of Plato

Plato - 1888 - 646 pagina’s
...that is a marked characteristic of it. And have you further observed, that those who have a natural talent for calculation are generally quick at every...the dull, if they have had an arithmetical training, although they may derive no other advantage from it, always become much quicker than they would otherwise...
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Republic. Timaeus. Critias

Plato - 1892 - 796 pagina’s
...that is a marked characteristic of it. And have you further observed, that those who have a natural talent for calculation are generally quick at every...the dull, if they have had an arithmetical training, although they may derive no other advantage from it, always become much quicker than they would otherwise...
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Dialogues of Plato, Volume 2

Plato - 1899 - 634 pagina’s
...a process of niuIUplication, and thus the unity and indivisib lit; of one it stitl maintained. oral talent for calculation are generally quick at every...indeed, you will not easily find a more difficult stndy and not many as difficult. You will not. And, for all these reasons, arithmetic must not be given...
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