,
,
, and referred to any of the forms embraced in the following system,
| A, | All Xs are Zs. | A', | All not-Xs are Zs. |
| E, | No Xs are Zs. | E', | {No not-Xs are Zs, or |
| {(All not-Xs are not-Zs.) | |||
| I, | Some Xs are Zs. | I' | Some not-Xs are Zs. |
| O, | Some Xs are not-Zs. | O', | Some not-Xs are not-Zs. |
It is necessary to recapitulate that quantity (universal and particular) and quality (affirmative and negative) are understood to belong to the terms of propositions which is indeed the correct view.[8]
Thus, in the proposition All