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Click on the phrases to see them in context. The original texts by Immanuel Kant and David Hume are available from the Gutenberg Projet.
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Such propositions, then, cannot be termed axioms (for in that case we should have an infinity of these), but numerical formulae. Suppose again a man to be Supported in the air, and to be softly conveyed along by some invisible power; it is evident he is sensible of nothing, and never receives the idea of extension, nor indeed any idea, from this invariable motion. For they originate in the nature of reason itself, and it is impossible that this supreme tribunal for all the rights and claims of speculation should be itself undeserving of confidence and promotive of error. I shall have occasion to make a similar reflection with regard to promises, when I come to treat of them; and I hope this reflection, when duly weighed, will suffice to remove all odium from the foregoing opinions, with regard to justice and injustice.
But the impressions of reflection resolve themselves into our passions and emotions: none of which can possibly represent a substance.