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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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I first ask mathematicians, what they mean when they say one line or surface is EQUAL to, or GREATER or LESS than another? Let any of them give an answer, to whatever sect he belongs, and whether he maintains the composition of extension by indivisible points, or by quantities divisible in infinitum.

 The expression not mortal does not indicate that a non-being is cogitated in the object; it does not concern the content at all. And for this reason, in respect to the form of phenomena, much may be said a priori, whilst of the thing in itself, which may lie at the foundation of these phenomena, it is impossible to say anything. 
  • Our duty at present is to exhibit in systematic connection those judgements which the understanding really produces a priorI. For this purpose, our table of the categories will certainly afford us the natural and safe guidance.
 If we say of a thing that in relation to some other thing it is too large or too small, the former is considered as existing for the sake of the latter, and requiring to be adapted to it. But as the perceptions of the mind are perfectly known, and I have used all imaginable caution in forming conclusions concerning them, I have always hoped to keep clear of those contradictions, which have attended every other system. In the mean time it may be affirmed in general, that all the merit a man may derive from his conversation (which, no doubt, may be very considerable) arises from nothing but the pleasure it conveys to those who are present. It is evident a transition of the passions from the one object to the other is here in all reason to be expected; since the relation of ideas is supposed still to continue, and identity of impressions must produce a stronger connexion, than the most perfect resemblance, that can be imagined.