Square of Opposition and Theism
Ok, here's a little extra credit exercise that helps show how the square of opposition can clarify things for us. I will give a little bit of extra credit for those who attempt to answer the question below. You must explain your reasoning to get the extra credit. You must email me your response prior to class on Monday. Enjoy!
Consider the following statements:
A: All things are eternal
E: No things are eternal
I: Some things are eternal
O: Some things are not eternal
By 'things' I mean: event, process, object (concrete and abstract), organism, person, etc (any thing you can imagine)
By 'eternal' I mean: having no beginning and no end
(For example: if there really is only one kind of thing (perhaps materialism is true let's pretend and there is really only one kind of thing, namely, matter) and that thing is eternal then A is true--there are other ways A could be true)
What does theism in general and especially Christian theism in particular imply about the truth and falsity of the above categorical propositions. In other words, if Christian theism is true, what is the truth value of A, E, I, and O? Please give a brief (one or two sentence) explanation of your answers.
Consider the following statements:
A: All things are eternal
E: No things are eternal
I: Some things are eternal
O: Some things are not eternal
By 'things' I mean: event, process, object (concrete and abstract), organism, person, etc (any thing you can imagine)
By 'eternal' I mean: having no beginning and no end
(For example: if there really is only one kind of thing (perhaps materialism is true let's pretend and there is really only one kind of thing, namely, matter) and that thing is eternal then A is true--there are other ways A could be true)
What does theism in general and especially Christian theism in particular imply about the truth and falsity of the above categorical propositions. In other words, if Christian theism is true, what is the truth value of A, E, I, and O? Please give a brief (one or two sentence) explanation of your answers.
Comments
Post a Comment