In the proposition Some S are not P, are any terms distributed?

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Prepare for the Traditional Logic Memoria Press Test. Optimize your learning with flashcards and in-depth explanations to boost your exam readiness.

Multiple Choice

In the proposition Some S are not P, are any terms distributed?

Explanation:
Distribution looks at whether a proposition makes an assertion about every member of a term. In the statement Some S are not P, we’re dealing with a particular negative claim, asserting that at least one S is not P. Because it doesn’t claim that all S have some property, the subject term S is not distributed. It also doesn’t claim about all P; it only expresses a relation between S and P for some cases, so the predicate term P is not distributed either. So, neither term is distributed.

Distribution looks at whether a proposition makes an assertion about every member of a term. In the statement Some S are not P, we’re dealing with a particular negative claim, asserting that at least one S is not P. Because it doesn’t claim that all S have some property, the subject term S is not distributed. It also doesn’t claim about all P; it only expresses a relation between S and P for some cases, so the predicate term P is not distributed either. So, neither term is distributed.

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