 | Quintilian - 1805 - 938 strani
...mensurations. But geometry has a still nearer connexion with the art of an orator. ing? Regularity, in the first place, is necessary in geometry; and is it not so in eloquence? Geometry proves the consequences from the premises, and doubtful propositions from... | |
 | Quintilian - 1805 - 498 strani
...and mensurations. But geometry has a still nearer connexion with the art of an orator. Regularity, in the first place, is necessary in geometry ; and is it not so in eloquence? Geometry proves the consequences from the premises, and doubtful propositions from... | |
 | Henry Barnard - 1862 - 638 strani
...concerning boundaries and measures. But geometry has a still greater connection with the art of oratory. Order, in the first place, is necessary in geometry...precedes, what is unknown from what is known; and do wo not draw similar conclusions in speaking? Docs not the well known mode of deduction from a number... | |
 | Quintilian - 1875 - 492 strani
...concerning boundaries and measures. But geometry has a still greater connexion with the art of oratory. 137. Order, in the first place, is necessary in geometry;...follows from what precedes, what is unknown from what is kuowu ; and do we not draw similar conclusions in speaking? Does not the well known mode of deduction... | |
 | 1890 - 814 strani
...chiefly on account of its disciplinary nature. 1st. In geometry, order is absolutely necessary. It proves what follows from what precedes, what is unknown from what is known. 2d. Geometry teaches close syllogistic reasoning. Although music was included, no prominence was given... | |
 | Ernest Carroll Moore - 1915 - 376 strani
...concerning boundaries and measures. But geometry has a still greater connection with the art of oratory Geometry proves what follows from what precedes, what...and do we not draw similar conclusions in speaking ? . . . Of all proofs, the strongest are what are called geometrical demonstrations, and what does... | |
 | 1920 - 608 strani
...concerning boundaries and measures. But geometry has a still closer connection with the art of oratory. Order in the first place is necessary in geometry; and is it not necessary in eloquence also ? Geometry proves what follows from what precedes, what is unknown from... | |
 | Nicholas Murray Butler, Frank Pierrepont Graves, William McAndrew - 1918 - 468 strani
...can be improved by the aid of teachers." And with reference to geometry as a preparation for oratory, "Order, in the first place, is necessary in geometry...and do we not draw similar conclusions in speaking?" Thruout the middle ages both the method and content of education show an ever-increasing dominance... | |
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But geometry has a still greater connection with the art of oratory. Order, in the first place, is necessary in geometry, and is it not also necessary in eloquence? Geometry proves what follows from what precedes, what is unknown from what is known, and... 