In Book V, chapter 13 of the Metaphysics, Aristotle defines “quantum” as that which is divisible into constituent parts, a “plurality” if it is numerable and a “magnitude” if measurable. He then distinguishes length, breadth and depth. Book V is a lexicon of philosophical terms, and the passage sits under quantity and substance as the definition from which later scholastic usage proceeds.
Read in context‘Quantum’ means that which is divisible into two or more constituent parts of which each is by nature a ‘one’ and a ‘this’. A quantum is a plurality if it is numerable, a magnitude if it is a measurable. ‘Plurality’ means that which is divisible potentially into non-continuous parts, ‘magnitude’ that which is divisible into continuous parts; of magnitude, that which is continuous in one dimension is length; in two breadth, in three depth. Of these, limited plurality is number, limited length is a line, breadth a surface, depth a solid.
