Philosophical Essays Concerning Human Understanding, by the Author of the Essays Moral and Political. by D. Hume (Paperback)


This historic book may have numerous typos and missing text. Purchasers can usually download a free scanned copy of the original book (without typos) from the publisher. Not indexed. Not illustrated. 1751 edition. Excerpt: ... ESSAY vir. Of the Idea of Power or neceffary Connexion. PART I. TH E great Advantage os the mathematical Sciences above the moral consists in this, that the Ideas of the former, being sensible, are always clear and determinate, the smallest Distinction betwixt them is immediately perceptible, and the fame Terms are still expressive of the fame Ideas, without Ambiguity or Variation. An Oval is never mistaken for a Circle, nor an Hyperbola for an Ellipsis. The Isocclci and Scalenum are distinguish by Boundaries more exact than Vice and Virtue, Right and Wrong. If any Term be defin'd in Geometry, the Mind readily, of itself, substitutes, on all Occasions, the Definition for the Term defin'd: Or even when no Definition is E z employ'-d, mploy'd, the Object itself may be presented to the Senses, and by that Means be steadily and clearly apprehended. But the finer Sentiments of the Mind, the Operations of the Understanding, the various Agitations of the Passions, tho' really in themselves distinct, easily escape us, when survey'd by Reflection; nor is it in our Power to recall the original Object, as often as we have occasion to contemplate it. Ambiguity, by this Means, is gradually introduc'd into our Reasonings: Similar Objects are readily taken to be the fame: And the Conclusion becomes, at last, very wide of the Premises. Oke may fafely, however, assirm, that if we consider these Sciences in a proper Light, their Advantages and Difadvantages do very nearly compenfate each other, and reduce both of them to a State of Equality. If the Mind with greater Facility retains the Ideas of Geometry clear and determinate, it must carry on a much longer and more intricate Chain of Reasoning, and compare Ideas much wider of each other, in order to...

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This historic book may have numerous typos and missing text. Purchasers can usually download a free scanned copy of the original book (without typos) from the publisher. Not indexed. Not illustrated. 1751 edition. Excerpt: ... ESSAY vir. Of the Idea of Power or neceffary Connexion. PART I. TH E great Advantage os the mathematical Sciences above the moral consists in this, that the Ideas of the former, being sensible, are always clear and determinate, the smallest Distinction betwixt them is immediately perceptible, and the fame Terms are still expressive of the fame Ideas, without Ambiguity or Variation. An Oval is never mistaken for a Circle, nor an Hyperbola for an Ellipsis. The Isocclci and Scalenum are distinguish by Boundaries more exact than Vice and Virtue, Right and Wrong. If any Term be defin'd in Geometry, the Mind readily, of itself, substitutes, on all Occasions, the Definition for the Term defin'd: Or even when no Definition is E z employ'-d, mploy'd, the Object itself may be presented to the Senses, and by that Means be steadily and clearly apprehended. But the finer Sentiments of the Mind, the Operations of the Understanding, the various Agitations of the Passions, tho' really in themselves distinct, easily escape us, when survey'd by Reflection; nor is it in our Power to recall the original Object, as often as we have occasion to contemplate it. Ambiguity, by this Means, is gradually introduc'd into our Reasonings: Similar Objects are readily taken to be the fame: And the Conclusion becomes, at last, very wide of the Premises. Oke may fafely, however, assirm, that if we consider these Sciences in a proper Light, their Advantages and Difadvantages do very nearly compenfate each other, and reduce both of them to a State of Equality. If the Mind with greater Facility retains the Ideas of Geometry clear and determinate, it must carry on a much longer and more intricate Chain of Reasoning, and compare Ideas much wider of each other, in order to...

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Product Details

General

Imprint

Theclassics.Us

Country of origin

United States

Release date

September 2013

Availability

Supplier out of stock. If you add this item to your wish list we will let you know when it becomes available.

First published

September 2013

Authors

Dimensions

246 x 189 x 3mm (L x W x T)

Format

Paperback - Trade

Pages

56

ISBN-13

978-1-230-39751-1

Barcode

9781230397511

Categories

LSN

1-230-39751-5



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